From b16da98ce62b942f6c2584349fa146ab22b6fdd5 Mon Sep 17 00:00:00 2001 From: apostolof Date: Sun, 13 Jun 2021 15:07:56 +0300 Subject: [PATCH] Add code and report for second workshop --- .../workshop-2/chapters/1.0.introduction.tex | 5 + .../chapters/2.0.implementation.tex | 27 + .../workshop-2/chapters/3.0.issues-faced.tex | 7 + reports/workshop-2/chapters/4.0.testing.tex | 3 + .../custom-commands/custom-title.tex | 52 + reports/workshop-2/front_page.tex | 0 reports/workshop-2/packages.tex | 6 + reports/workshop-2/report-details.tex | 14 + reports/workshop-2/report.pdf | Bin 0 -> 36654 bytes reports/workshop-2/report.tex | 32 + reports/workshop-2/styling.tex | 29 + workshop-2/VendingMachine/.cproject | 89 ++ workshop-2/VendingMachine/.project | 123 +++ workshop-2/VendingMachine/Makefile | 7 + .../VendingMachine/VendingMachine.launch | 37 + workshop-2/VendingMachine/paths | 18 + .../project/sim/LowLevelPlatform.h | 125 +++ .../project/sim/TKeypadDriverStub.h | 79 ++ .../project/sim/host/Workbench/main.cpp | 57 + .../sim/host/Workbench/redBlocksEnv.cpp | 3 + .../sim/host/uVision/EventRecorderStub.scvd | 9 + .../RTE/Device/ARMCM0/startup_ARMCM0.s | 253 +++++ .../uVision/RTE/Device/ARMCM0/system_ARMCM0.c | 86 ++ .../RTE/_VendingMachine/RTE_Components.h | 30 + .../sim/host/uVision/VendingMachine.uvprojx | 572 ++++++++++ .../project/sim/host/uVision/main.cpp | 101 ++ .../project/sim/host/uVision/redBlocksEnv.cpp | 2 + .../VendingMachine/sim/VendingMachine.rbp | 994 ++++++++++++++++++ .../sim/assets/start-button-false.png | Bin 0 -> 1262 bytes .../sim/assets/start-button-true.png | Bin 0 -> 1373 bytes .../sim/scripts/CoolingSystem.py | 34 + .../sim/scripts/CurrencyDetector.py | 27 + .../VendingMachine/sim/scripts/Keypad.py | 25 + .../sim/scripts/VendingMachine.py | 22 + .../tests/ExampleTests/Blocked_Slot_Test.py | 293 ++++++ .../Blocked_Slot_Test.py_binary/0.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/1.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/2.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/3.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/4.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/5.rbb | Bin 0 -> 1078 bytes .../Blocked_Slot_Test.py_binary/6.rbb | Bin 0 -> 1078 bytes .../tests/ExampleTests/Buy_Product_Test.py | 297 ++++++ .../Buy_Product_Test.py_binary/0.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/1.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/10.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/11.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/2.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/3.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/4.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/5.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/6.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/7.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/8.rbb | Bin 0 -> 1078 bytes .../Buy_Product_Test.py_binary/9.rbb | Bin 0 -> 1078 bytes .../ExampleTests/Maintenance_Mode_Test.py | 310 ++++++ .../Maintenance_Mode_Test.py_binary/0.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/1.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/2.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/3.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/4.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/5.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/6.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/7.rbb | Bin 0 -> 1078 bytes .../Maintenance_Mode_Test.py_binary/8.rbb | Bin 0 -> 1078 bytes .../sim/tests/ExampleTests/TestSuite.py | 21 + .../VendingMachine/sim/tests/ReadMe.txt | 1 + workshop-2/VendingMachine/sources | 23 + .../src/Application/AlarmManager.cpp | 40 + .../src/Application/AlarmManager.h | 47 + .../src/Application/Application.cpp | 40 + .../src/Application/Application.h | 67 ++ .../src/Application/CashBox.cpp | 107 ++ .../VendingMachine/src/Application/CashBox.h | 99 ++ .../src/Application/GlobalState.cpp | 20 + .../src/Application/GlobalState.h | 123 +++ .../src/Application/MaintenanceMode.cpp | 171 +++ .../src/Application/MaintenanceMode.h | 114 ++ .../src/Application/ProductSlot.cpp | 1 + .../src/Application/ProductSlot.h | 115 ++ .../src/Application/TTemperatureController.h | 87 ++ .../src/Application/VendingMode.cpp | 235 +++++ .../src/Application/VendingMode.h | 166 +++ .../src/Drivers/TCoinDetectorDriver.h | 123 +++ .../src/Drivers/TGsmModemDriver.h | 53 + .../src/Drivers/TTemperatureSensor.h | 57 + workshop-2/VendingMachine/src/Gui/Gui.h | 33 + .../src/Gui/GuiData/Arial20.cpp | 330 ++++++ .../VendingMachine/src/Gui/GuiData/Arial20.h | 13 + .../VendingMachine/src/Gui/GuiData/Images.cpp | 32 + .../VendingMachine/src/Gui/GuiData/Images.h | 13 + .../src/Gui/GuiData/Images/coins.pbm | 17 + .../src/Gui/MaintenanceScreen.cpp | 41 + .../src/Gui/MaintenanceScreen.h | 17 + .../VendingMachine/src/Gui/VendingScreen.cpp | 115 ++ .../VendingMachine/src/Gui/VendingScreen.h | 21 + .../VendingMachine/src/HeapManagerConfig.h | 1 + workshop-2/VendingMachine/src/Platform.h | 44 + .../VendingMachine/src/PlatformCallbacks.h | 25 + workshop-2/VendingMachine/src/rbConfig.h | 18 + .../VendingMachine/src/redBlocksLib.cpp | 3 + 101 files changed, 6201 insertions(+) create mode 100755 reports/workshop-2/chapters/1.0.introduction.tex create mode 100644 reports/workshop-2/chapters/2.0.implementation.tex create mode 100644 reports/workshop-2/chapters/3.0.issues-faced.tex create mode 100644 reports/workshop-2/chapters/4.0.testing.tex create mode 100644 reports/workshop-2/custom-commands/custom-title.tex create mode 100755 reports/workshop-2/front_page.tex create mode 100644 reports/workshop-2/packages.tex create mode 100644 reports/workshop-2/report-details.tex create mode 100644 reports/workshop-2/report.pdf create mode 100755 reports/workshop-2/report.tex create mode 100644 reports/workshop-2/styling.tex create mode 100644 workshop-2/VendingMachine/.cproject create mode 100644 workshop-2/VendingMachine/.project create mode 100644 workshop-2/VendingMachine/Makefile create mode 100644 workshop-2/VendingMachine/VendingMachine.launch create mode 100644 workshop-2/VendingMachine/paths create mode 100644 workshop-2/VendingMachine/project/sim/LowLevelPlatform.h create mode 100644 workshop-2/VendingMachine/project/sim/TKeypadDriverStub.h create mode 100644 workshop-2/VendingMachine/project/sim/host/Workbench/main.cpp create mode 100644 workshop-2/VendingMachine/project/sim/host/Workbench/redBlocksEnv.cpp create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/EventRecorderStub.scvd create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/startup_ARMCM0.s create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/system_ARMCM0.c create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/RTE/_VendingMachine/RTE_Components.h create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/VendingMachine.uvprojx create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/main.cpp create mode 100644 workshop-2/VendingMachine/project/sim/host/uVision/redBlocksEnv.cpp create mode 100644 workshop-2/VendingMachine/sim/VendingMachine.rbp create mode 100644 workshop-2/VendingMachine/sim/assets/start-button-false.png create mode 100644 workshop-2/VendingMachine/sim/assets/start-button-true.png create mode 100644 workshop-2/VendingMachine/sim/scripts/CoolingSystem.py create mode 100644 workshop-2/VendingMachine/sim/scripts/CurrencyDetector.py create mode 100644 workshop-2/VendingMachine/sim/scripts/Keypad.py create mode 100644 workshop-2/VendingMachine/sim/scripts/VendingMachine.py create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/0.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/1.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/2.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/3.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/4.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/5.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py_binary/6.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/0.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/1.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/10.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/11.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/2.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/3.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/4.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/5.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/6.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/7.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/8.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Buy_Product_Test.py_binary/9.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/0.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/1.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/2.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/3.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/4.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/5.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/6.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/7.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/Maintenance_Mode_Test.py_binary/8.rbb create mode 100644 workshop-2/VendingMachine/sim/tests/ExampleTests/TestSuite.py create mode 100644 workshop-2/VendingMachine/sim/tests/ReadMe.txt create mode 100644 workshop-2/VendingMachine/sources create mode 100644 workshop-2/VendingMachine/src/Application/AlarmManager.cpp create mode 100644 workshop-2/VendingMachine/src/Application/AlarmManager.h create mode 100644 workshop-2/VendingMachine/src/Application/Application.cpp create mode 100644 workshop-2/VendingMachine/src/Application/Application.h create mode 100644 workshop-2/VendingMachine/src/Application/CashBox.cpp create mode 100644 workshop-2/VendingMachine/src/Application/CashBox.h create mode 100644 workshop-2/VendingMachine/src/Application/GlobalState.cpp create mode 100644 workshop-2/VendingMachine/src/Application/GlobalState.h create mode 100644 workshop-2/VendingMachine/src/Application/MaintenanceMode.cpp create mode 100644 workshop-2/VendingMachine/src/Application/MaintenanceMode.h create mode 100644 workshop-2/VendingMachine/src/Application/ProductSlot.cpp create mode 100644 workshop-2/VendingMachine/src/Application/ProductSlot.h create mode 100644 workshop-2/VendingMachine/src/Application/TTemperatureController.h create mode 100644 workshop-2/VendingMachine/src/Application/VendingMode.cpp create mode 100644 workshop-2/VendingMachine/src/Application/VendingMode.h create mode 100644 workshop-2/VendingMachine/src/Drivers/TCoinDetectorDriver.h create mode 100644 workshop-2/VendingMachine/src/Drivers/TGsmModemDriver.h create mode 100644 workshop-2/VendingMachine/src/Drivers/TTemperatureSensor.h create mode 100644 workshop-2/VendingMachine/src/Gui/Gui.h create mode 100644 workshop-2/VendingMachine/src/Gui/GuiData/Arial20.cpp create mode 100644 workshop-2/VendingMachine/src/Gui/GuiData/Arial20.h create mode 100644 workshop-2/VendingMachine/src/Gui/GuiData/Images.cpp create mode 100644 workshop-2/VendingMachine/src/Gui/GuiData/Images.h create mode 100644 workshop-2/VendingMachine/src/Gui/GuiData/Images/coins.pbm create mode 100644 workshop-2/VendingMachine/src/Gui/MaintenanceScreen.cpp create mode 100644 workshop-2/VendingMachine/src/Gui/MaintenanceScreen.h create mode 100644 workshop-2/VendingMachine/src/Gui/VendingScreen.cpp create mode 100644 workshop-2/VendingMachine/src/Gui/VendingScreen.h create mode 100644 workshop-2/VendingMachine/src/HeapManagerConfig.h create mode 100644 workshop-2/VendingMachine/src/Platform.h create mode 100644 workshop-2/VendingMachine/src/PlatformCallbacks.h create mode 100644 workshop-2/VendingMachine/src/rbConfig.h create mode 100644 workshop-2/VendingMachine/src/redBlocksLib.cpp diff --git a/reports/workshop-2/chapters/1.0.introduction.tex b/reports/workshop-2/chapters/1.0.introduction.tex new file mode 100755 index 0000000..f5a4f77 --- /dev/null +++ b/reports/workshop-2/chapters/1.0.introduction.tex @@ -0,0 +1,5 @@ +\section{Εισαγωγή} + +Το παρόν έγγραφο είναι η αναφορά του δεύτερου εργαστηρίου στο μάθημα Μικροεπεξεργαστές και Περιφερειακά. Στο δεύτερο εργαστήριο μας δόθηκε κώδικας που συνδυάζει τον simulator του εργαλείου Keil με το εργαλείο redBlocks στο οποίο έγινε προσομοίωση των φυσικών στοιχείων (οθόνη, leds, διακόπτες κλπ.). Ο κώδικας αφορούσε τη λειτουργία ενός αυτόματου πωλητή (vending machine). Μας ζητήθηκε να τροποποιήσουμε κώδικα ώστε να προσθέσουμε δύο λειτουργικότητες, την προσθήκη ενός κουμπιού με το πάτημα του οποίου εκκινείται η λειτουργία του πωλητή και τον υπολογισμό των ρέστων που θα πρέπει να πάρει ο χρήστης στο τέλος της αγοράς. Με τον συνδυασμό των εργαλείων είναι δυνατή η προσομοίωση και ο έλεγχος του project συνολικά. + +Ο κώδικας είναι διαθέσιμος στα συνημμένα καθώς και στο Gitlab repository \href{https://gitlab.com/apostolof-ece-auth-gr/microprocessors-and-peripherals-2021}{εδώ}. diff --git a/reports/workshop-2/chapters/2.0.implementation.tex b/reports/workshop-2/chapters/2.0.implementation.tex new file mode 100644 index 0000000..c8ee58e --- /dev/null +++ b/reports/workshop-2/chapters/2.0.implementation.tex @@ -0,0 +1,27 @@ +\section{Υλοποίηση} + +Αρχικά τροποποιήθηκε το project στο εργαλείο redBlocks, όπου με χρήση του γραφικού περιβάλλοντος έγινε προσθήκη ενός νέου κουμπιού START. Για την επίτευξη αυτού δημιουργήθηκε αρχικά ένα νέο digital input interface και έπειτα έγινε χρήση του interface σε ένα νέο view component. + +Τα μέρη του κώδικα που τροποποιήθηκαν είναι: + +\begin{itemize} + + \item το header file \inlcode{LowLevelPlatform.h} + \item το header file \inlcode{PlatformCallbacks.h} + \item το source file \inlcode{Application.cpp} + \item το source file \inlcode{main.cpp} + \item το source file \inlcode{VendingMode.cpp} +\end{itemize} + +Αρχικά, στο header \inlcode{LowLevelPlatform.h} προστέθηκε ένα νέο type definition για το κουμπί \inlcode{StartButton}. Έπειτα, στο ίδιο αρχείο, το \inlcode{StartButton} προστέθηκε στη λίστα των digital inputs ενώ έγινε ρύθμιση για trigger με θετική αιχμή. + +Στο αρχείο \inlcode{PlatformCallbacks.h} προστέθηκε ο ορισμός μία \inlcode{extern “C”} συνάρτησης με όνομα \inlcode{onStartPressed}. Ο ορισμός αυτό χρησιμοποιήθηκε ως callback για το κουμπί \inlcode{StartButton}. + +Στο αρχείο \inlcode{Application.cpp} προστέθηκε η γραμμή \inlcode{Platform::StartButton::enableCallback()} με σκοπό την ενεργοποίηση του callback που ορίσαμε στο αρχείο \inlcode{PlatformCallbacks.h}. + +Η υλοποίηση της συνάρτησης \inlcode{onStartPressed} έγινε στο αρχείο \inlcode{main.cpp}. H callback αυτή είναι πολύ απλή και αλλάζει μία global boolean μεταβλητή με όνομα \inlcode{should\_continue} σε true. + +Άλλες τροποποιήσεις που έγιναν στο αρχείο είναι η προσθήκη ενός βρόχου μέσα στη main ο οποίος καλεί τη \inlcode{\_\_WFI} (wait for interrupt). Ο βρόχος έχει τοποθετηθεί πριν το run του application και γίνεται έξοδος μόνο όταν η μεταβλητή \inlcode{should\_continue} γίνει true. Έτσι το πρόγραμμα ξεκινά μόνο αφού πατηθεί το κουμπί start. Τέλος, στο αρχείο αυτό προστέθηκε επίσης η συνάρτηση \inlcode{getChange} η οποία δέχεται ως ορίσματα τα χρήματα που έχει δώσει ο χρήστης και την τιμή του αντικειμένου που επέλεξε, ώστε να υπολογίσει τα ρέστα τα οποία τυπώνει στο debug log. + +Στο source file \inlcode{VendingMode.cpp} έγινε χρήση της \inlcode{getChange} στα κατάλληλα σημεία ώστε να γίνει ο υπολογισμός των ρέστων. Τα σημεία αυτά, είναι η συνάρτηση \inlcode{onCoinsInserted} και συγκεκριμένα στην περίπτωση που ο χρήστης έχει ήδη επιλέξει ποτό και η συνάρτηση \\ \inlcode{onProductButtonPressedEvent} όταν ο χρήστης έχει ήδη εισάγει χρήματα. + diff --git a/reports/workshop-2/chapters/3.0.issues-faced.tex b/reports/workshop-2/chapters/3.0.issues-faced.tex new file mode 100644 index 0000000..1b3524e --- /dev/null +++ b/reports/workshop-2/chapters/3.0.issues-faced.tex @@ -0,0 +1,7 @@ +\section{Προβλήματα που αντιμετωπίστηκαν} + +Κύριο πρόβλημα που αντιμετωπίσαμε ήταν ότι δεν ήμασταν σίγουροι που πρέπει να καλέσουμε τις συναρτήσεις μας, καθώς μας ζητήθηκε να μην επέμβουμε στον κώδικα c++ (είχαμε κάνει μια αρχική υλοποίηση σε c++, αλλά την αλλάξαμε). Για το λόγο αυτό βάλαμε την \inlcode{onStartPressed} μέσα στη main πριν την εντολή \inlcode{app.run()} όπου ξεκινάει και η λειτουργία του μηχανήματος. Την \inlcode{getChange} όμως την καλούμε μέσα στο \inlcode{VendingMode.cpp} πριν γίνει η κλήση της συνάρτησης \inlcode{startReleaseWorkflow()}, δηλαδή πριν το μηχάνημα ελευθερώσει το αντίστοιχο προϊόν. Δε βρήκαμε πως να την καλούμε αλλιώς, ώστε να μην επέμβουμε καθόλου στον κώδικα c++ και να παίρνουμε και τις τιμές για κόστος προϊόντος και χρήματα που έχουν μπει. + +Ένα μικρό πρόβλημα που είχαμε στην αρχή, ήταν ότι δεν είχαμε προσθέσει τον κατάλληλο κώδικα στο αρχείο \inlcode{Application.cpp} με αποτέλεσμα να μη λειτουργεί το κουμπί μας. + +Αρχικά είχαμε κάνει υλοποίηση με τροποποίηση του κώδικα c++ με αλλαγές στο \inlcode{VendingMode}, κατάλληλα \inlcode{VendingScreen}, όμως όπως μας απαντήσατε και στο e-mail δεν ήταν αυτό που θέλατε, οπότε σπεύσαμε την παραμονή του εργαστηρίου να υλοποιήσουμε την άσκηση εκ νέου. diff --git a/reports/workshop-2/chapters/4.0.testing.tex b/reports/workshop-2/chapters/4.0.testing.tex new file mode 100644 index 0000000..6107889 --- /dev/null +++ b/reports/workshop-2/chapters/4.0.testing.tex @@ -0,0 +1,3 @@ +\section{Δοκιμές (testing)} + +Για τον έλεγχο της υλοποίησης έγινε δοκιμή του κώδικα χρησιμοποιώντας τον συνδυασμό των δύο εργαλείων προσομοίωσης και ακολουθώντας τις διάφορες πιθανές ροές χρήσης του μηχανήματος. Για παράδειγμα, πάτημα οποιουδήποτε άλλου κουμπιού πέραν του START στο ξεκίνημα - το μηχάνημα δεν κάνει τίποτα. Επιλογή προϊόντος και στη συνέχεια εισαγωγή χρημάτων ή και το ανάποδο - τυπώνονται στα ρέστα στο debug log και το μηχάνημα ελευθερώνει το προϊόν. diff --git a/reports/workshop-2/custom-commands/custom-title.tex b/reports/workshop-2/custom-commands/custom-title.tex new file mode 100644 index 0000000..047874c --- /dev/null +++ b/reports/workshop-2/custom-commands/custom-title.tex @@ -0,0 +1,52 @@ +% Heavily based on this template: +% https://www.overleaf.com/latex/templates/university-of-lincoln-computer-science-thesis-template-unofficial/vdbphtsnwdqv + +% Define variables +\makeatletter + +\newcommand{\universityLogo}[1]{\def\@logo{#1}} +\newcommand{\programme}[1]{\def\@programmename{#1}} +\newcommand{\school}[1]{\def\@schoolname{#1}} +\newcommand{\university}[1]{\def\@universityname{#1}} +\newcommand{\workshopTeamNumber}[1]{\def\@workshopteamnumber{#1}} +\newcommand{\semester}[1]{\def\@semester{#1}} + +\makeatother + +% Change the author concat text +\renewcommand*{\Authand}{ και } + +% Make custom title +\makeatletter +\renewcommand\maketitle{ +{\raggedright +\begin{center} + +% Make the title +{\huge \@title} +\vspace{0.5cm} + +% The authors, school and university name +{\@semester \\ +\@programmename \\ +\@schoolname \\ +\@universityname} + +% Print the team +\vspace{0.5cm} +{\Large Ομάδα \@workshopteamnumber} + +% The authors +{\Large \@author} + +% Then the date +\vspace{0.5cm} +{\footnotesize \@date} + +\end{center}} +} +\makeatother + +% Inline code command + +\newcommand{\inlcode}[1]{\colorbox{codebackground}{\footnotesize\texttt{#1}}} diff --git a/reports/workshop-2/front_page.tex b/reports/workshop-2/front_page.tex new file mode 100755 index 0000000..e69de29 diff --git a/reports/workshop-2/packages.tex b/reports/workshop-2/packages.tex new file mode 100644 index 0000000..b262faa --- /dev/null +++ b/reports/workshop-2/packages.tex @@ -0,0 +1,6 @@ +\usepackage{fontspec} +\usepackage[nonumeralsign]{xgreek} +\usepackage{hyperref} +\usepackage{authblk} +\usepackage{xcolor} +\usepackage{listings} diff --git a/reports/workshop-2/report-details.tex b/reports/workshop-2/report-details.tex new file mode 100644 index 0000000..7c6763b --- /dev/null +++ b/reports/workshop-2/report-details.tex @@ -0,0 +1,14 @@ +\title{Μικροεπεξεργαστές και Περιφερειακά} +\programme{Τμήμα Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών} +\school{Πολυτεχνική Σχολή} +\university{Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης} +\workshopTeamNumber{25} +\semester{8\textsuperscript{ο} εξάμηνο} + +\author[1]{Πιπινιάς Ιωάννης} +\author[2]{Φανάκης Απόστολος} + +\affil[1]{\textit{7965, \href{mailto:pipinias@ece.auth.gr}{pipinias@ece.auth.gr}}} +\affil[2]{\textit{8261, \href{mailto:apostolof@ece.auth.gr}{apostolof@ece.auth.gr}}} + +\date{\today} diff --git a/reports/workshop-2/report.pdf b/reports/workshop-2/report.pdf new file mode 100644 index 0000000000000000000000000000000000000000..b046fb4afb816d281ba8972c17c6c7c3b0f4205e GIT binary patch literal 36654 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org.eclipse.cdt.make.core.autoBuildTarget + all + + + org.eclipse.cdt.make.core.buildArguments + + + + org.eclipse.cdt.make.core.buildCommand + make + + + org.eclipse.cdt.make.core.cleanBuildTarget + clean + + + org.eclipse.cdt.make.core.contents + org.eclipse.cdt.make.core.activeConfigSettings + + + org.eclipse.cdt.make.core.enableAutoBuild + false + + + org.eclipse.cdt.make.core.enableCleanBuild + true + + + org.eclipse.cdt.make.core.enableFullBuild + true + + + org.eclipse.cdt.make.core.fullBuildTarget + all + + + org.eclipse.cdt.make.core.stopOnError + true + + + org.eclipse.cdt.make.core.useDefaultBuildCmd + true + + + + + org.eclipse.cdt.managedbuilder.core.ScannerConfigBuilder + full,incremental, + + + + + + org.eclipse.cdt.core.cnature + org.eclipse.cdt.core.ccnature + org.eclipse.cdt.managedbuilder.core.managedBuildNature + org.eclipse.cdt.managedbuilder.core.ScannerConfigNature + + + + build + 2 + REL_BUILD_DIR + + + project + 2 + REL_PROJECT_DIR + + + redBlocks + 2 + REL_REDBLOCKS_DIR + + + src + 2 + REL_SRC_DIR + + + + + REL_BUILD_DIR + $%7BPROJECT_LOC%7D/build + + + REL_PROJECT_DIR + $%7BPROJECT_LOC%7D/project + + + REL_REDBLOCKS_DIR + $%7BPARENT-2-PROJECT_LOC%7D/redBlocks + + + REL_SRC_DIR + $%7BPROJECT_LOC%7D/src + + + REL_UTEST_DIR + $%7BPROJECT_LOC%7D/utest + + + diff --git a/workshop-2/VendingMachine/Makefile b/workshop-2/VendingMachine/Makefile new file mode 100644 index 0000000..85102fe --- /dev/null +++ b/workshop-2/VendingMachine/Makefile @@ -0,0 +1,7 @@ +include paths + +# Additional compiler and linker flags can be specified here. +COMPILER_FLAGS += +LINKER_FLAGS += + +include $(REL_REDBLOCKS_DIR)/Makefile \ No newline at end of file diff --git a/workshop-2/VendingMachine/VendingMachine.launch b/workshop-2/VendingMachine/VendingMachine.launch new file mode 100644 index 0000000..8b20198 --- /dev/null +++ b/workshop-2/VendingMachine/VendingMachine.launch @@ -0,0 +1,37 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/workshop-2/VendingMachine/paths b/workshop-2/VendingMachine/paths new file mode 100644 index 0000000..42a2122 --- /dev/null +++ b/workshop-2/VendingMachine/paths @@ -0,0 +1,18 @@ +# Relative path to redBlocks library +REL_REDBLOCKS_DIR = ../../redBlocks + +# Relative path to build directory +# All generated and compiled files are put into this directory. +REL_BUILD_DIR = build + +# Relative path to unit test directory. +# Unit tests are located within this directory. +REL_UTEST_DIR = utest + +# Relative path to project directory. +# Project specific sources are located within this directory. +REL_PROJECT_DIR = project + +# Relative path to source directory. +# Shared sources are located within this directory. +REL_SRC_DIR = src \ No newline at end of file diff --git a/workshop-2/VendingMachine/project/sim/LowLevelPlatform.h b/workshop-2/VendingMachine/project/sim/LowLevelPlatform.h new file mode 100644 index 0000000..e491b92 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/LowLevelPlatform.h @@ -0,0 +1,125 @@ +#ifndef LOW_LEVEL_PLATFORM_H_ +#define LOW_LEVEL_PLATFORM_H_ + +#include +#include +#include "TKeypadDriverStub.h" +#include + +/** + * This class provides a low layer hardware abstraction, making the + * layers above (high level drivers and application) independent of the + * platform they are running on. + * It defines the low level drivers for the simulation environment. + */ +template< unsigned int T = 0 > +class TLowLevelPlatform : public redBlocks::Core::NoInstanceBase +{ + public: + + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<0> PowerSupervision; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<1> LightBarrier; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<2> FrontDoorProtection; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<3> ReturnMoneyButton; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<4> FilledUpButton; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<5> Product1Button; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<6> Product2Button; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<7> Product3Button; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<8> Product4Button; + typedef redBlocks::HAL::Drivers::TDigitalInputDriverStub<9> StartButton; + + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<0> CashBoxReturnActor; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<1> OpenCashBoxActor; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<2> CoolingSystemActor; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<3> PowerDisabledAlarmOutput; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<4> KeyPadLamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<5> KeySound; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<6> ChangeBayLamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<7> DispenseBayLamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<8> Product1ReleaseGear; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<9> Product2ReleaseGear; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<10> Product3ReleaseGear; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<11> Product4ReleaseGear; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<12> Product1Lamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<13> Product2Lamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<14> Product3Lamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<15> Product4Lamp; + typedef redBlocks::HAL::Drivers::TDigitalOutputDriverStub<16> DisplayBacklight; + + typedef redBlocks::HAL::Drivers::TAnalogInputDriverStub<0> TemperatureSensor; + + typedef redBlocks::HAL::Drivers::TComInterfaceDriverStub<0> LogComInterface; + typedef redBlocks::HAL::Drivers::TComInterfaceDriverStub<1> GsmModemComInterface; + typedef redBlocks::HAL::Drivers::TComInterfaceDriverStub<2> CoinDetectorComInterface; + typedef redBlocks::HAL::Drivers::TComInterfaceDriverStub<3> ConfigurationComInterface; + + typedef redBlocks::HAL::Drivers::TDisplayDriverStub<0> Display; + + typedef TKeypadDriverStub<10> Keypad; + + typedef redBlocks::Simulators::SimulationStubs::SystemTick SystemTickDriver; + typedef redBlocks::Simulators::SimulationStubs::IsrLock IsrLock; + typedef redBlocks::OS::MainLoopScheduler::DefaultSimulationPowerSaveCallback PowerSaveCallback; + + /** + * Entering the sleep mode is delegated to the simulation client + */ + static void enterSleepMode() + { + redBlocks::Simulators::SimulationStubs::SleepMode::enter(); + } + + static void initLowLevelDrivers() + { + typedef redBlocks::Simulators::SimulationStubs SimulationStubs; + + // configure system ticks: per simulation tick we generate 10 system ticks + SimulationStubs::SystemTick::configure( 10, 1 ); + + SimulationStubs::DigitalInput::add(); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_BOTH ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_BOTH ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + SimulationStubs::DigitalInput::add( SimulationStubs::DigitalInput::TRIGGER_EDGE_RISING ); + + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( false ); + SimulationStubs::DigitalOutput::add( true ); + + SimulationStubs::AnalogInput::add ( 255 ); + + SimulationStubs::ComInterface::add ( 1, 1 ); + SimulationStubs::ComInterface::add ( 1, 1 ); + SimulationStubs::ComInterface::add ( 1, 1 ); + + SimulationStubs::ComInterface::add ( 1, 1 ); + + SimulationStubs::Display::add( 128, 64, 1 ); + + Keypad::add(); + } +}; + +typedef TLowLevelPlatform<> LowLevelPlatform; + +#endif diff --git a/workshop-2/VendingMachine/project/sim/TKeypadDriverStub.h b/workshop-2/VendingMachine/project/sim/TKeypadDriverStub.h new file mode 100644 index 0000000..6baf5d5 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/TKeypadDriverStub.h @@ -0,0 +1,79 @@ +#ifndef T_KEYPAD_DRIVER_STUB_H_ +#define T_KEYPAD_DRIVER_STUB_H_ + +#include +#include +#include + + +/** + * Driver stub for a key pad. It works on a communication channel and invokes the callback + * @ref Callback::CBK_ON_KEY_PRESSED when a byte is received. + * + * @tparam T_COM_CHANNEL_INDEX specifies the number of the communication channel, this driver + * stub uses to exchange data with the simulator + */ +template +class TKeypadDriverStub: public redBlocks::Core::TGlobalPtrBase > +{ + public: + + enum Callback + { + CBK_ON_KEY_PRESSED + }; + + /** + * This method initializes the driver stub (by adding the underlying logical communication channel). + * @attention Use it only during the initialization phase, as it dynamically allocates memory. + */ + static void add() + { + TKeypadDriverStub* self = new TKeypadDriverStub(); + redBlocks::Simulators::ComChannelSimulationClient::add( T_COM_CHANNEL_INDEX, 20, 20, &self->mInternal ); + redBlocks::Simulators::ComChannelSimulationClient::enableRecvDataCallback( T_COM_CHANNEL_INDEX ); + } + + /** + * Should be called from the interrupt callback in order to retrieve the key that was pressed. + */ + static u8 getKey() + { + return TKeypadDriverStub::getInstanceRef().mInternal.mKey; + } + + private: + + /** + * Internal class that implements the interface ComChannelSimulationClient::IRecvCallback + * in order to get notified, when a message is received via the communication channel. + */ + class Internal: public redBlocks::Simulators::IDriverStubCallback + { + public: + virtual void onDriverStubCallback() + { + redBlocks::Simulators::ComChannelSimulationClient::RecvMsg* msg = redBlocks::Simulators::ComChannelSimulationClient::getNextMessage( T_COM_CHANNEL_INDEX ); + if( NULL != msg ) + { + // only use the first byte of the message, the rest is ignored + msg->read( &mKey, sizeof( mKey ) ); + // invoke the callback + RB_INVOKE_ISR_CBK( CBK_ON_KEY_PRESSED ); + } + } + + /** the key tha was pressed */ + u8 mKey; + }; + + /** private single instance of class Internal */ + Internal mInternal; + + /** + * Hide the constructor, as this class is meant to be instantiated only via the public method add + */ + TKeypadDriverStub() {} +}; + +#endif // T_KEYPAD_DRIVER_STUB_H_ diff --git a/workshop-2/VendingMachine/project/sim/host/Workbench/main.cpp b/workshop-2/VendingMachine/project/sim/host/Workbench/main.cpp new file mode 100644 index 0000000..6057ec9 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/Workbench/main.cpp @@ -0,0 +1,57 @@ +#include +#include +#include +#include +#include + +#include +#include +#include + +#include + +/** + * Main routine of our simulator application. It sets up the single components, + * associates them with each other and starts the application. + * + * Arguments: + * binary.exe [port] + */ +int main( int argc, char* argv[] ) +{ + const u16 port = ( argc >= 2 ) ? atoi( argv[1] ) : 10000; + + typedef redBlocks::Memory::HeapManager::THeapManagerStaticAlloc<100000> HeapManager; + HeapManager::init(); + + // Connect to the simulator via TCP connection. + redBlocks::Simulators::ClientPosixTcpSimulatorConnection simulatorConnection; + simulatorConnection.connect( "127.0.0.1", port ); + + // Setup the simulation client environment. + // We choose the thread based version, as we are working on top of an operating system. + redBlocks::Simulators::TPosixSimulationClientEnvironmentThread<> simClientEnv; + + // Initialize the simulation client. + // The system tick needs to be enabled before entering this method, otherwise this method will never return. + redBlocks::Simulators::SimulationClient simulationClient( simulatorConnection, simClientEnv ); + + // Driver initialization. + Platform::initLowLevelDrivers(); + Platform::initHighLevelDrivers(); + + // Initialization of all simulation stubs finished. + simulationClient.initDone(); + + // Initialize application. + Application app; + + // Prevent dynamic memory allocation after this point. + HeapManager::disableAllocation(); + + RB_LOG_DEBUG( "Application initialized, starting event processing" ); + RB_LOG_DEBUG( "Heap memory used: " << HeapManager::getUsed() ); + + app.run(); +} + diff --git a/workshop-2/VendingMachine/project/sim/host/Workbench/redBlocksEnv.cpp b/workshop-2/VendingMachine/project/sim/host/Workbench/redBlocksEnv.cpp new file mode 100644 index 0000000..5284295 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/Workbench/redBlocksEnv.cpp @@ -0,0 +1,3 @@ +// this file includes all the target dependent source files from the redBlocks library +#include +#include diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/EventRecorderStub.scvd b/workshop-2/VendingMachine/project/sim/host/uVision/EventRecorderStub.scvd new file mode 100644 index 0000000..2956b29 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/EventRecorderStub.scvd @@ -0,0 +1,9 @@ + + + + + + + + + diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/startup_ARMCM0.s b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/startup_ARMCM0.s new file mode 100644 index 0000000..8a72df2 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/startup_ARMCM0.s @@ -0,0 +1,253 @@ +;/**************************************************************************//** +; * @file startup_ARMCM0.s +; * @brief CMSIS Core Device Startup File for +; * ARMCM0 Device Series +; * @version V1.08 +; * @date 23. November 2012 +; * +; * @note +; * +; ******************************************************************************/ +;/* Copyright (c) 2011 - 2012 ARM LIMITED +; +; All rights reserved. +; Redistribution and use in source and binary forms, with or without +; modification, are permitted provided that the following conditions are met: +; - Redistributions of source code must retain the above copyright +; notice, this list of conditions and the following disclaimer. +; - Redistributions in binary form must reproduce the above copyright +; notice, this list of conditions and the following disclaimer in the +; documentation and/or other materials provided with the distribution. +; - Neither the name of ARM nor the names of its contributors may be used +; to endorse or promote products derived from this software without +; specific prior written permission. +; * +; THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" +; AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE +; IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE +; ARE DISCLAIMED. IN NO EVENT SHALL COPYRIGHT HOLDERS AND CONTRIBUTORS BE +; LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR +; CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF +; SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS +; INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN +; CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) +; ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE +; POSSIBILITY OF SUCH DAMAGE. +; ---------------------------------------------------------------------------*/ +;/* +;//-------- <<< Use Configuration Wizard in Context Menu >>> ------------------ +;*/ + + +; Stack Configuration +; Stack Size (in Bytes) <0x0-0xFFFFFFFF:8> +; + +Stack_Size EQU 0x00001000 + + AREA STACK, NOINIT, READWRITE, ALIGN=3 +Stack_Mem SPACE Stack_Size +__initial_sp + + +; Heap Configuration +; Heap Size (in Bytes) <0x0-0xFFFFFFFF:8> +; + +Heap_Size EQU 0x0000000 + + AREA HEAP, NOINIT, READWRITE, ALIGN=3 +__heap_base +Heap_Mem SPACE Heap_Size +__heap_limit + + + PRESERVE8 + THUMB + + +; Vector Table Mapped to Address 0 at Reset + + AREA RESET, DATA, READONLY + EXPORT __Vectors + EXPORT __Vectors_End + EXPORT __Vectors_Size + +__Vectors DCD __initial_sp ; Top of Stack + DCD Reset_Handler ; Reset Handler + DCD NMI_Handler ; NMI Handler + DCD HardFault_Handler ; Hard Fault Handler + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD SVC_Handler ; SVCall Handler + DCD 0 ; Reserved + DCD 0 ; Reserved + DCD PendSV_Handler ; PendSV Handler + DCD SysTick_Handler ; SysTick Handler + + ; External Interrupts + DCD WDT_IRQHandler ; 0: Watchdog Timer + DCD RTC_IRQHandler ; 1: Real Time Clock + DCD TIM0_IRQHandler ; 2: Timer0 / Timer1 + DCD TIM2_IRQHandler ; 3: Timer2 / Timer3 + DCD MCIA_IRQHandler ; 4: MCIa + DCD MCIB_IRQHandler ; 5: MCIb + DCD UART0_IRQHandler ; 6: UART0 - DUT FPGA + DCD UART1_IRQHandler ; 7: UART1 - DUT FPGA + DCD UART2_IRQHandler ; 8: UART2 - DUT FPGA + DCD UART4_IRQHandler ; 9: UART4 - not connected + DCD AACI_IRQHandler ; 10: AACI / AC97 + DCD CLCD_IRQHandler ; 11: CLCD Combined Interrupt + DCD ENET_IRQHandler ; 12: Ethernet + DCD USBDC_IRQHandler ; 13: USB Device + DCD USBHC_IRQHandler ; 14: USB Host Controller + DCD CHLCD_IRQHandler ; 15: Character LCD + DCD FLEXRAY_IRQHandler ; 16: Flexray + DCD CAN_IRQHandler ; 17: CAN + DCD LIN_IRQHandler ; 18: LIN + DCD I2C_IRQHandler ; 19: I2C ADC/DAC + DCD 0 ; 20: Reserved + DCD 0 ; 21: Reserved + DCD 0 ; 22: Reserved + DCD 0 ; 23: Reserved + DCD 0 ; 24: Reserved + DCD 0 ; 25: Reserved + DCD 0 ; 26: Reserved + DCD 0 ; 27: Reserved + DCD CPU_CLCD_IRQHandler ; 28: Reserved - CPU FPGA CLCD + DCD 0 ; 29: Reserved - CPU FPGA + DCD UART3_IRQHandler ; 30: UART3 - CPU FPGA + DCD SPI_IRQHandler ; 31: SPI Touchscreen - CPU FPGA +__Vectors_End + +__Vectors_Size EQU __Vectors_End - __Vectors + + AREA |.text|, CODE, READONLY + + +; Reset Handler + +Reset_Handler PROC + EXPORT Reset_Handler [WEAK] + IMPORT SystemInit + IMPORT __main + LDR R0, =SystemInit + BLX R0 + LDR R0, =__main + BX R0 + ENDP + + +; Dummy Exception Handlers (infinite loops which can be modified) + +NMI_Handler PROC + EXPORT NMI_Handler [WEAK] + B . + ENDP +HardFault_Handler\ + PROC + EXPORT HardFault_Handler [WEAK] + B . + ENDP +SVC_Handler PROC + EXPORT SVC_Handler [WEAK] + B . + ENDP +PendSV_Handler PROC + EXPORT PendSV_Handler [WEAK] + B . + ENDP +SysTick_Handler PROC + EXPORT SysTick_Handler [WEAK] + B . + ENDP + +Default_Handler PROC + + EXPORT WDT_IRQHandler [WEAK] + EXPORT RTC_IRQHandler [WEAK] + EXPORT TIM0_IRQHandler [WEAK] + EXPORT TIM2_IRQHandler [WEAK] + EXPORT MCIA_IRQHandler [WEAK] + EXPORT MCIB_IRQHandler [WEAK] + EXPORT UART0_IRQHandler [WEAK] + EXPORT UART1_IRQHandler [WEAK] + EXPORT UART2_IRQHandler [WEAK] + EXPORT UART3_IRQHandler [WEAK] + EXPORT UART4_IRQHandler [WEAK] + EXPORT AACI_IRQHandler [WEAK] + EXPORT CLCD_IRQHandler [WEAK] + EXPORT ENET_IRQHandler [WEAK] + EXPORT USBDC_IRQHandler [WEAK] + EXPORT USBHC_IRQHandler [WEAK] + EXPORT CHLCD_IRQHandler [WEAK] + EXPORT FLEXRAY_IRQHandler [WEAK] + EXPORT CAN_IRQHandler [WEAK] + EXPORT LIN_IRQHandler [WEAK] + EXPORT I2C_IRQHandler [WEAK] + EXPORT CPU_CLCD_IRQHandler [WEAK] + EXPORT SPI_IRQHandler [WEAK] + +WDT_IRQHandler +RTC_IRQHandler +TIM0_IRQHandler +TIM2_IRQHandler +MCIA_IRQHandler +MCIB_IRQHandler +UART0_IRQHandler +UART1_IRQHandler +UART2_IRQHandler +UART3_IRQHandler +UART4_IRQHandler +AACI_IRQHandler +CLCD_IRQHandler +ENET_IRQHandler +USBDC_IRQHandler +USBHC_IRQHandler +CHLCD_IRQHandler +FLEXRAY_IRQHandler +CAN_IRQHandler +LIN_IRQHandler +I2C_IRQHandler +CPU_CLCD_IRQHandler +SPI_IRQHandler + B . + + ENDP + + + ALIGN + + +; User Initial Stack & Heap + + IF :DEF:__MICROLIB + + EXPORT __initial_sp + EXPORT __heap_base + EXPORT __heap_limit + + ELSE + + IMPORT __use_two_region_memory + EXPORT __user_initial_stackheap + +__user_initial_stackheap PROC + LDR R0, = Heap_Mem + LDR R1, =(Stack_Mem + Stack_Size) + LDR R2, = (Heap_Mem + Heap_Size) + LDR R3, = Stack_Mem + BX LR + ENDP + + ALIGN + + ENDIF + + + END diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/system_ARMCM0.c b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/system_ARMCM0.c new file mode 100644 index 0000000..a49f35b --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/Device/ARMCM0/system_ARMCM0.c @@ -0,0 +1,86 @@ +/**************************************************************************//** + * @file system_ARMCM0.c + * @brief CMSIS Device System Source File for + * ARMCM0 Device Series + * @version V1.09 + * @date 27. August 2014 + * + * @note + * + ******************************************************************************/ +/* Copyright (c) 2011 - 2014 ARM LIMITED + + All rights reserved. + Redistribution and use in source and binary forms, with or without + modification, are permitted provided that the following conditions are met: + - Redistributions of source code must retain the above copyright + notice, this list of conditions and the following disclaimer. + - Redistributions in binary form must reproduce the above copyright + notice, this list of conditions and the following disclaimer in the + documentation and/or other materials provided with the distribution. + - Neither the name of ARM nor the names of its contributors may be used + to endorse or promote products derived from this software without + specific prior written permission. + * + THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" + AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE + IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE + ARE DISCLAIMED. IN NO EVENT SHALL COPYRIGHT HOLDERS AND CONTRIBUTORS BE + LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR + CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF + SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS + INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN + CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) + ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE + POSSIBILITY OF SUCH DAMAGE. + ---------------------------------------------------------------------------*/ + + +#include "ARMCM0.h" + +/*---------------------------------------------------------------------------- + Define clocks + *----------------------------------------------------------------------------*/ +#define __HSI ( 8000000UL) +#define __XTAL ( 5000000UL) /* Oscillator frequency */ + +#define __SYSTEM_CLOCK (5*__XTAL) + + +/*---------------------------------------------------------------------------- + System Core Clock Variable + *----------------------------------------------------------------------------*/ +uint32_t SystemCoreClock = __SYSTEM_CLOCK;/* System Core Clock Frequency */ + + +/** + * Update SystemCoreClock variable + * + * @param none + * @return none + * + * @brief Updates the SystemCoreClock with current core Clock + * retrieved from cpu registers. + */ +void SystemCoreClockUpdate (void) +{ + + SystemCoreClock = __SYSTEM_CLOCK; + +} + +/** + * Initialize the system + * + * @param none + * @return none + * + * @brief Setup the microcontroller system. + * Initialize the System. + */ +void SystemInit (void) +{ + + SystemCoreClock = __SYSTEM_CLOCK; + +} diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/RTE/_VendingMachine/RTE_Components.h b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/_VendingMachine/RTE_Components.h new file mode 100644 index 0000000..c0ad5b3 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/RTE/_VendingMachine/RTE_Components.h @@ -0,0 +1,30 @@ + +/* + * Auto generated Run-Time-Environment Configuration File + * *** Do not modify ! *** + * + * Project: 'VendingMachine' + * Target: 'VendingMachine' + */ + +#ifndef RTE_COMPONENTS_H +#define RTE_COMPONENTS_H + + +/* + * Define the Device Header File: + */ +#define CMSIS_device_header "ARMCM0.h" + +/* Keil.ARM Compiler::Compiler:I/O:STDERR:Breakpoint:1.2.0 */ +#define RTE_Compiler_IO_STDERR /* Compiler I/O: STDERR */ + #define RTE_Compiler_IO_STDERR_BKPT /* Compiler I/O: STDERR Breakpoint */ +/* Keil.ARM Compiler::Compiler:I/O:STDIN:Breakpoint:1.2.0 */ +#define RTE_Compiler_IO_STDIN /* Compiler I/O: STDIN */ + #define RTE_Compiler_IO_STDIN_BKPT /* Compiler I/O: STDIN Breakpoint */ +/* Keil.ARM Compiler::Compiler:I/O:STDOUT:Breakpoint:1.2.0 */ +#define RTE_Compiler_IO_STDOUT /* Compiler I/O: STDOUT */ + #define RTE_Compiler_IO_STDOUT_BKPT /* Compiler I/O: STDOUT Breakpoint */ + + +#endif /* RTE_COMPONENTS_H */ diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/VendingMachine.uvprojx b/workshop-2/VendingMachine/project/sim/host/uVision/VendingMachine.uvprojx new file mode 100644 index 0000000..d9479a6 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/VendingMachine.uvprojx @@ -0,0 +1,572 @@ + + + + 2.1 + +
### uVision Project, (C) Keil Software
+ + + + VendingMachine + 0x4 + ARM-ADS + 5060960::V5.06 update 7 (build 960)::.\ARMCC + 0 + + + ARMCM0 + ARM + ARM.CMSIS.5.7.0 + http://www.keil.com/pack/ + IROM(0x00000000,0x40000) IRAM(0x20000000,0x20000) CPUTYPE("Cortex-M0") CLOCK(12000000) ESEL ELITTLE + + + UL2CM3(-S0 -C0 -P0 -FD20000000 -FC1000 -FN1 -FF0NEW_DEVICE -FS00 -FL040000 -FP0($$Device:ARMCM0$Device\ARM\Flash\NEW_DEVICE.FLM)) + 0 + $$Device:ARMCM0$Device\ARM\ARMCM0\Include\ARMCM0.h + + + + + + + + + + $$Device:ARMCM0$Device\ARM\SVD\ARMCM0.svd + 0 + 0 + + + + + + + 0 + 0 + 0 + 0 + 1 + + .\obj\ + VendingMachine + 1 + 0 + 0 + 1 + 1 + .\ + 1 + 0 + 0 + + 0 + 0 + + + 0 + 0 + 0 + 0 + + + 0 + 0 + + + 0 + 0 + 0 + 0 + + + 0 + 0 + + + 0 + 0 + 0 + 0 + + 0 + + + + 0 + 0 + 0 + 0 + 0 + 1 + 0 + 0 + 0 + 0 + 3 + + + 1 + + + SARMCM3.DLL + + DARMCM1.DLL + -pCM0 + SARMCM3.DLL + + TARMCM1.DLL + -pCM0 + + + + 1 + 0 + 0 + 0 + 16 + + + + + 1 + 0 + 0 + 1 + 1 + 4096 + + 1 + BIN\UL2CM3.DLL + + + + + + 0 + + + + 0 + 1 + 1 + 1 + 1 + 1 + 1 + 1 + 0 + 1 + 1 + 0 + 1 + 1 + 0 + 0 + 1 + 1 + 1 + 1 + 1 + 1 + 1 + 1 + 1 + 0 + 0 + "Cortex-M0" + + 0 + 0 + 0 + 1 + 1 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 8 + 0 + 1 + 0 + 0 + 3 + 3 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 1 + 0 + 0 + 0 + 0 + 1 + 0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x20000000 + 0x20000 + + + 1 + 0x0 + 0x40000 + + + 0 + 0x0 + 0x0 + + + 1 + 0x0 + 0x0 + + + 1 + 0x0 + 0x0 + + + 1 + 0x0 + 0x0 + + + 1 + 0x0 + 0x40000 + + + 1 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x0 + 0x0 + + + 0 + 0x20000000 + 0x20000 + + + 0 + 0x0 + 0x0 + + + + + + 1 + 4 + 0 + 0 + 1 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 1 + 1 + 1 + 1 + 0 + 0 + 0 + + --diag_suppress 1300 --no_rtti --no_exceptions + + + ..;..\..;..\..\..;..\..\..\..\src;..\..\..\..\src\Application;..\..\..\..\..\..\redBlocks\src;..\..\..\..\..\..\redBlocks\inc + + + + 1 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 0 + 4 + + + + + + + + + 0 + 0 + 0 + 0 + 1 + 0 + 0x00000000 + 0x20000000 + + + + + + + + + + + + + Source Files + + + main.cpp + 8 + main.cpp + + + AlarmManager.cpp + 8 + ..\..\..\..\src\Application\AlarmManager.cpp + + + Application.cpp + 8 + ..\..\..\..\src\Application\Application.cpp + + + CashBox.cpp + 8 + ..\..\..\..\src\Application\CashBox.cpp + + + GlobalState.cpp + 8 + ..\..\..\..\src\Application\GlobalState.cpp + + + MaintenanceMode.cpp + 8 + ..\..\..\..\src\Application\MaintenanceMode.cpp + + + ProductSlot.cpp + 8 + ..\..\..\..\src\Application\ProductSlot.cpp + + + VendingMode.cpp + 8 + ..\..\..\..\src\Application\VendingMode.cpp + + + MaintenanceScreen.cpp + 8 + ..\..\..\..\src\Gui\MaintenanceScreen.cpp + + + VendingScreen.cpp + 8 + ..\..\..\..\src\Gui\VendingScreen.cpp + + + Arial20.cpp + 8 + ..\..\..\..\src\Gui\GuiData\Arial20.cpp + + + Images.cpp + 8 + ..\..\..\..\src\Gui\GuiData\Images.cpp + + + redBlocksEnv.cpp + 8 + .\redBlocksEnv.cpp + + + redBlocksLib.cpp + 8 + ..\..\..\..\src\redBlocksLib.cpp + + + + + Libs + + + libredBlocks_uvision.lib + 4 + ..\..\..\..\..\..\redBlocks\libredBlocks_uvision.lib + + + 2 + 0 + 0 + 0 + 0 + 1 + 2 + 2 + 2 + 2 + 11 + + + 1 + + + + + + + + ::CMSIS + + + ::Compiler + + + ::Device + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + RTE\Device\ARMCM0\startup_ARMCM0.s + + + + + + + + RTE\Device\ARMCM0\system_ARMCM0.c + + + + + + + + RTE\Simulator\Readme.txt + + + + + + RTE\Simulator\libredBlocks_sim.h + + + + + + RTE\Simulator\libredBlocks_sim_uvision.h + + + + + + + + diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/main.cpp b/workshop-2/VendingMachine/project/sim/host/uVision/main.cpp new file mode 100644 index 0000000..2cdbfdb --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/main.cpp @@ -0,0 +1,101 @@ +// TODO +// When changing the device in the project settings, adjust the following include accordingly and +// set the heap and stack size in the startup file to reasonable values (as this project includes +// a redBlocks heap manager, which maintains its memory in the global data section, the heap size +// in the startup file can be set to 0). +#include + +#include +#include +#include +#include +#include + +#include +#include +#include + +typedef redBlocks::Simulators::UVisionClientTargetConnection TargetConnectionType; + +typedef redBlocks::HAL::Drivers::CortexMSystemTickDriver SystemTickDriver; +RB_CONNECT_ISR_CBK( SystemTickDriver, SystemTickDriver::CBK_ON_SYSTEM_TICK, redBlocks::Simulators::SimulationClient::tick() ); + +static const u32 SYSTEM_TICKS_PER_SEC = 100; + +static bool should_continue = false; + +extern "C" +{ + void SysTick_Handler( void ) + { + SystemTickDriver::onIsr(); + } + + void onStartPressed( void ) + { + should_continue=true; + } + + void getChange( u16 moneyInBox, u16 itemPrice ) + { + u8 change = moneyInBox - itemPrice; + char changeMessage[22]; + sprintf(changeMessage, "Your change: %d", change); + RB_LOG_DEBUG( changeMessage ); + } +} + +int main( void ) +{ + // For correct timing, you need to make sure this value corresponds to the setting + // "Xtal (MHz)" in the Keil uVision target option settings (e. g. 8.0 MHz => 8000000) + SystemCoreClock = 8000000; + + typedef redBlocks::Memory::HeapManager::THeapManagerStaticAlloc<6000> HeapManager; + HeapManager::init(); + + // The data with the redBlocks Simulator is exchanged via a target memory area, the + // redBlocks Simulator accesses via the uVision UVSOCK interface. The memory region + // must be exclusively reserved for this purpose (e. g. via the Keil uVision target + // option settings, tab Debug -> Initialization File. + // With the following line, the memory at address 0x30000000 and a default size of + // 1052 bytes is used (52 bytes for control information plus a send and receive + // buffer with 500 bytes each). + TargetConnectionType simulatorConnection( 0x30000000 ); + simulatorConnection.connect(); + + // Setup the simulation client environment. + redBlocks::Simulators::TSystemTickSimulationClientEnvironment simClientEnv; + + // Enable system tick. + SystemTickDriver::configure( SYSTEM_TICKS_PER_SEC ); + SystemTickDriver::enableCallback(); + + // Initialize the simulation client. + // The system tick needs to be enabled before entering this method, otherwise this method will never return. + redBlocks::Simulators::SimulationClient simulationClient( simulatorConnection, simClientEnv ); + + // Driver initialization. + Platform::initLowLevelDrivers(); + Platform::initHighLevelDrivers(); + + // Initialization of all simulation stubs finished. + simulationClient.initDone(); + + // Application initialization. + Application app; + + // Prevent dynamic memory allocation after this point. + HeapManager::disableAllocation(); + + RB_LOG_DEBUG( "Application initialized, starting event processing" ); + RB_LOG_DEBUG( "Heap memory used:" << HeapManager::getUsed() ); + + RB_LOG_DEBUG( "Waiting to start..." ); + while(!should_continue) { + __WFI(); + } + RB_LOG_DEBUG( "Starting." ); + + app.run(); +} diff --git a/workshop-2/VendingMachine/project/sim/host/uVision/redBlocksEnv.cpp b/workshop-2/VendingMachine/project/sim/host/uVision/redBlocksEnv.cpp new file mode 100644 index 0000000..328d4d5 --- /dev/null +++ b/workshop-2/VendingMachine/project/sim/host/uVision/redBlocksEnv.cpp @@ -0,0 +1,2 @@ +// this file includes all the target dependent source files from the redBlocks library +#include diff --git a/workshop-2/VendingMachine/sim/VendingMachine.rbp b/workshop-2/VendingMachine/sim/VendingMachine.rbp new file mode 100644 index 0000000..556eebc --- /dev/null +++ b/workshop-2/VendingMachine/sim/VendingMachine.rbp @@ -0,0 +1,994 @@ +vK6H45PuG+WRXHidKS/okQ== + + + + + View1 + + 46 + + 587 + 74 + 8 + 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3ePxQJuBv9u1hMoUu1sk3495DMNWpVh0t+AiCCIWi6nVapIkHQ4Hy7K9vb03btyAd+rr63Ect1gsbrf7zTffLCsr+8UvfrF///74Ij/96U/BRIH0er3L5SopKYHb9vZ2hFBubi7c3r59Oy0tDa5/8IMfnDp16tixY2VlZXv37t24cSPgLZFItDxQQRuDX7FTfaek/EqCFWOxWDQaNRqNTqfT7/d7PB4cxyGoIITef/99juM8Ho9EInE4HE1NTfv37x8dHcUwbGBgACH061//Os4fTBJwHN+xY8dyga1WK9yOj49fu3YNrsvKyrxeb3l5eWVlZU5ODgyGeJ6HfjDP8/C7XD33lQLsYTUEJsEwzNq1a9vb2xUKBU3TAOWBioqKxsbGFhcXHQ7Hiy++CA+fffZZhNDo6ChCiKKoNWvWwPNPP/1UJpNxHBffr5s3byKENm/eDLder3dwcPDxxx+/cOHCiRMnsrOzi4uLS0pKSkpKsrOzWZaFSQ048D0l7Qoi4Ohu+FoNwd8sFktXV5dIJJLL5V6vt7GxMS4zRE50t/OC7saenJwchNCVK1fy8vLg+fDwsFgsRgiVlpbCEyg8ZmZmjhw5kp2d3dfXV1tbm5iY+P3vf//UqVPPPvvsM888IxKJ3G630+nEMMzj8cSLJ4D6K9fzsDWr9WGgcDhsNpvn5uZCoZBMJtNqtRRFQTty+/bt8E5mZmZaWlrcMu12O2wEQuj3v/99bW0tPJ+bm5NIJFqtFgrp06dP+3w+n8+3ffv2vLy8b33rW1Kp9Gtf+5pSqUxKSioqKoJJWjQa7e/vJ0kyHA6PjY3l5+dbrdbu7m65XA6uC4PCFZITCfXtahrxsViMpulHH330ypUrYrEYqt+ysrKmpqYdO3a89tprR44cgTcrKipsNhtCCCBETU0NPL906dLHH3+MEAK8qVAoRCLRhg0bWlpaKIrasGHDX/7yl9zc3JGRkcXFRUj1ly5dWlhYoGlap9NlZ2eXl5c7nU7oOlIUFYlEbDZbR0dHJBKJwydw7y/yz7Isz/MPADx4noe6d2pqSi6XQwwzm80cx3V1db344otPPfUUDIqXlpby8/MRQi0tLQih48ePI4Sqq6sRQiqVCiH02WefwfZJJBKDwTA5OdnW1vbuu+/29/d3dHQYjUaGYRiGcTgcSUlJOp0O2kDwrczMTAjIgCtVKpXNZhseHpbL5XFWV4KWXylnnBiGgamvSCSSSCRer1ej0WAYlp+f73a7PR6P2+0GgVtbWzMzMxFCn376aXl5eUZGxtGjR8+dO1dVVdXZ2Xno0KGhoSGbzVZVVVVdXS0Wi6FbYDAYFhcXY7EYWG8sFoOJIcuy0Wh0ZGRErVZrNBqWZR0Oh1KplEgkIOTmzZvdbjdUuPeTNk4k+qpxIyT0aDSqUCig+IToev78eZ1OZzAYZDJZb2+vxWKBFPr555/H+yeLi4uvvvrqo48+2tbWZjKZBgYGoHj++c9/3tra2tvbGwwGH3vssenpaZPJVFBQkJKS4nA4oBlSV1d37NixhoYGjUaTmpqq1WqhS/HZZ585nc54iYrjuEwmgwbIynRnO8CHVyCQGfIHHDcQCASjo6MKhaKhoUGpVLpcrl/+8pdjY2Ow7vbt2/fs2QPX09PTBw4cmJubq6mpiUajKSkpP/zhDysqKjAMS05OPnjw4O7du3meDwaDNE2fPHmys7NTq9Wmp6ebzebs7OyzZ88ePHhQKBT29fUZjUatVtvY2BgIBORyObSv5XI5zIniPSCg+8lyx4e/2IiPE+RrlmUzMjJ8Pt/CwgJUsK2trVVVVVlZWWfPnl3+fk1NDc/zu3fvhm3q6uo6cOCAQqHgeb60tFQulxsMBr1eLxAI3G735cuXX3jhhUAgMDIyIhaLCYLo6uqKRCIul0sqlVqt1qGhoY8++shgMKxfv55l2b/97W9utxvK/fgXQbdxe44//KLZ3snD2IqtIEhrFEXZbLbOzk7IvZOTkwzD/OhHP1q+XEdHR1paGkBlAA+Tk5MIIaVSGY1G4ZhHVlaWWq3mOM7r9V6/fl2hUFy/fv3GjRv5+fkJCQnQVWxra5ubm4tGo319fT/72c+Sk5MvXrxI07RWqy0tLYVS54spVyAQ3IMxvlSWO8BjBUQJ5lFWVtbW1ra0tBSJRJaWlnp6ehBC8/Pzzc3NdXV1tbW1er2+qKgoOTl5586dEokkMTERIfTkk09Cm4qmab1ef/jwYaVSeerUKY7jtFotHHDo7u6G1Do5OanVaoVCoUQiee655+bm5ubn50+cOHHx4kWLxXLmzJm2travf/3rWq0WuFoNHP5SaEkYDIaUlBQo5b8UnYCGjUZjfn5+Tk6OXC7XarUikeif//znW2+91dDQ4Ha78/LyduzYkZKSMjU1ZTKZrFZramoqnFNQKpWbN2/Oysr6+9//brPZrFar1+uFQy0bNmwYGhpSqVTV1dUfffQRuBlBEJs2bYIxms/nYximvLw8HA5PTk6mp6dDnls9NFxOYrHYbreT0LJZ2YdHRkbC4TD8LSUlZevWrZWVlYODgzMzMzzPEwQBQIIgCJfLFQgEKisrt27dmp2drdFoysvLb968efv27dTUVI/HMzQ0RNN0YmKiy+Xq7+83mUx5eXkw+09PT4/FYoFA4MKFC93d3dDWgu5CaWnp2bNnP/74Y+gKrZxW7kcQ0lfb4oG+EcdxDodjenqaoigA8TAZgSkEHE9iGGbv3r1KpdJms5lMpjNnzvj9/szMzOLi4osXL+p0Opqm5+fncRy32+3T09MZGRmRSCQ3N3dqagoA08zMjEwmEwqFcrkcMnx9fT3HcbOzs9jdVvFDCAw+TBiNRrPZzDDMaqwCzEEgEPA8PzExYbfb8/LyrFarx+OhaRrH8aGhoV27dmk0mk2bNoVCoUuXLnEcB6OchYWFdevWORyOubk5GMGDYmUyWXNzc0lJSTgcxnE8MTHR7/fzPA/zMbPZ7PF4RCIRfPrhjDlu0lNTU3cEjkQiD7pbOI6zLDs2NgYpmmVZp9MJEaG8vLy3t/f27dtxRkOhEMdxdrtdrVazLGs2m7ds2TI5OZmYmFhcXOzxeILB4Ojo6M6dOzUazcTEBCQbCG8LCwvoYc91LCeRSDQ1NfVg1VKcoEEN7jAxMQHzbplMRtN0QUHB559/7nQ6wQsAckOrCeYS0Kzs7Ox0u90Mw8A6o6OjQqFwbGwMJqYAnnmeHxoaWn2PcTX0MAuBC8UrXpFIFAwGGxoaFApFQUHB+fPnAfrFtQRiP/LII5BppVIpTEDhnJZEIgkEAgaDQSwWDw8Pd3Z2btu2DbrZ8XT635IWPWg9HKd7wgY0BJuamiiK8vv9UqkUMCl296BFLBYDf2YYRq/Xezwev98fi8UqKiooirJarRiGeTweqFK7u7shKawGIT8oPaTAXyQo2aLRqFgsBmn5Zc00iFsQk+BQD4ZhDMMUFxe/8847jY2NEolEJBKJxWKVSrW4uIjfHVb+t9iLE4kQ+spR8ldS3MjxZadp+P/fVYPXtFothmEGg6G8vLyjo6Orq8vv9x84cKCjo4PjOLVaLRQKk5KSoCWK3T3R+R+yBwRiYiaTyWAw/FdWXA0BcgDtcRxnMpncbjccCkYIGQwGiqLm5ubC4TD6753/j9Pc3Nz/AaabGxko514xAAAAAElFTkSuQmCC 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iVBORw0KGgoAAAANSUhEUgAAADAAAAA1CAYAAAAHz2g0AAAABmJLR0QA7ADsAOwdIxY2AAAACXBIWXMAAC4jAAAuIwF4pT92AAAAB3RJTUUH3AkTDQA2IfbqPgAAGBFJREFUaN7tmnmUHVd957+/W/urt/a+b5Ja3bJkS3JLtmW8Y2PjLXYMJhxIGCALjMkCGMKZJJAZMhzIMIEJYXIgc4YME4gNAce7Je9GtmzJwrK1tKSWuluv19fv9Xv9ttpu3d/8IW8ZhowTSPgn99Q5darq1q37qV/de3/1+32Bfyu/2EI/awPzJ59F74ZdmPzxQzQ7c1iEzVCcPHqIP/4nd8s317v7m39gmpbN0DTV3tLP5194rbJzbb848uLswX/0OjOPMocTzPEEM/+jPZ098sS/ngUO77sP9+35O3zmD7/1WkfRmH0+efT0yWuXl2euCr1w18ryIjTd7FeKLRICYFURxEutHT0GCXrGMtOH+tdt3r154qqZN7c9c/xZDG3c9S8DcODJb+D8y34dRGdvqa6c2PLUo/ddvbq8cHujUdu5WirCCwJoug5AoN7wYRoGSBBs24ZpEqIggOs40HUglW2BaSQOGHbmm+/+4O88RCKZf+1ZD33/67juto/+/ADKiweQ65547Y13PHHPV//kxOTJ9xdLK1a5tAo74cS6aSOMYhKCKJIxqrUGOjraSBBDgFnTBYIggoqZTYM4kTBgG5qmYCCRylZS6fY/fPcHP/MXRMQAsDh9EN3D2392gJXje6h949UMAC8+8c0Pz0yd/MIrr5xsKxTLsB0HuZYMMysoaFCKIeMQ1WqdfC/ivr4umKaAEBpULOksP0EpCdM2oQtC4Aek6zrABDfVkh8ZPec3r7v1Nx8CgLu//ef07vd/jP9ZAGv553Hv3/83vP+OvwEzd08+963/8sTjT7335ZdPITYM7u3uIENTLGNGEMREmmBmBQJQrTdJkMbgGJZpIukmUK3VKQgCJiGgaQKdHTlKZ1x2rAzm5vMAGIKINMNGrrX3O7/x2//pk6Rpi+/9pbfh5lveg9t/7Y5/GsDTD36RLn3np5l5dvzgYw/sf+ShPe7h43lk29s45dpk6AJKMTw/gJtMArHiKAyga4BiJl3T2LIsskwdzWaDQRqFYcRRHIOEAcc2yXUtpN0EQimRdjtxevYYt7e1U71WR7qlr7Fp4qodl1957bHbbr6Svv/3j/NbApg++gCGN10PAIhKR8b373vk2Xt+8ED2TKGG3r5udkwDURhAMSMII1iWDVYhlAyRTKagQBC6hTBQ0EwTiYQDGXgQUHATBixbIAx9SMlIp9MwDYETJxeQzaTR0t6GMzPzaOtIURxJFCuoDGzYsuu3/v2dxwBgeuoYhteP/4P+iv8bwERArw7WkUMHnnruu9/+fna57KtzN6+HpRMMHchkk9A1QbpgxGENmm6ScFqw2tCx5jtYa2oorsUorymczlcws1DH/IrE7FKI/JKCF6aglEG+76FaraKvp42CoInFhSJqjQaWl2uwbF2NDCazR1968dkHHnxwPQC868ZLf8IC/wBg8dB30LvpVmaurNv3wJdfvPuu72dqgeCung6KwpDBjEbDR6lYRhQGbJg2bLcLVd/kUjlCrSlRKK7Cshxksxl4noc4jiEV4EcShu0ikMDSahP5guT5QgjDSqKnO8vptAMZeXAsA709A7xv3xFSccznjrVk9z/5wJPMnDhwbAX3fPev/v9jYPbg//zcD37w8GcPHJ7nrs4cMcdsmibZpsmB30AsQ+hWlpZWA67XfRimSQTi1rZ2bBgdQEdbhp5/4SBrwkLMCkLTkc2kqFgsceCFAAGRDMl1EnzBxDbMz7xI42P9DDKwUljFvn0vU0dnFytFtPPCQRw9vAg/zt77uS/9+c0/1QLsTZ7dB/sGH3v0mTuOnVpFwnWglGJNEFKuw81GHem0hUxLNxqhDRIG2tpaMTjYjwsu3I7xsUG0ZpNYLRbZ93yAGKwYtq2hvT3DrS1ZCENDzEAQKLBS8H2JpWIIIhPtrWmkEgLnnjvGqaSDVCrNTzy2n6+6eqsKmoWbvvGVL9wAAM8+8UPxEwCP3/O/dQB45K4f/Mahw/nWiLVY14gAhUw6iXp1DbmsC9JyMJx29A928/joerS2tqC6VuG5uVn4QQO6IVAorkI3LISRhBACxBpq1QaYFdLJBAgxdJ1YxjGUbGD7xAQfOJTHj557Ces2rodtAzPTp1CrLmF0dCtNTc3Thbs2Y/++p77MzKldV9yi9j55PwBAB4DygfuQm7hRqrk92/70K//9E/VQQCOpgYGUm6TA89hxDNLMNP/4yALAi8SsIKVEJpvG9u1bUCkX4SZcjmSMUqlMupHgOJakWEHXNW42Awr8kL2mBxlJiqUCm4zB4RHIMEDTCzF5Yp5H1q9i+87zSYYxn549Q0NDA3hu76N063t/FT39U6Nf/A8fuxPAH118+Q04tH/3WQvkJm4EADz6+J7fnV+pWaZlsBBAyrXZtk1WKkJ7Zx9+fGQOzaaPKIo5iGJ4fsCZbAuvG1kPAjMJgu/5qDc8xLEEMzNALBXDC0LUGh4azSZ8P+DQDxBHkns6hzg/twClmFtbWuA3TazVQ/QPDWK1VOMDB57nSi3Ck48+xJdccgnOzM1+jJk7AOC8Hde8aQws3dV98tTs9Wt1H2AJgNlxTCiOMDw8hOl8hWuNAIZhQsYRVCxZENDd3QXfa3CjXoeAQLGwijCUzMyIY4VYxgjDCIqZgyAAM8BxDMvQuaMzi6ee2oO5+XnO5xdxwc4LcWomjz0PP8Ebt0xgy5ZhJBI2DNPgmdN5DAx0hqmkmf2jj3/wUgD40eM/hCi9dC8A4NiRpVuWVsqtpu1GCoyUa8OxTNiWDqkIk1PzSJgGkq4LEEPXNDINAz29vSgWC6QbJqIowsLCEgzdROCHiKIISikEYYDqWhUyis9CxTGuue5aGh8fxfP796JardFatQ7JBNtOYGm+hJWVMi6+5HLUqqtgVggUIz8zqW3bNgEVlq8BgKX8SRIz88cFABw9euTy5ZIHocUalCTXtRGGAdqyKbwyOQ/HNimdTiGMfOiaDsUMy3XR1dmJufwsFADFCvVmE4ZpUCglpIwR+AEMoSGTShApiSgMwayQzWYglEBHewd0TUPCTeKRh/dg6vQ0TDdH+ZljaO1aj8rqChp+ANu0aPLYKTE42AeNtHcAwPTJE0Kcf/2dipntQrly81o9gopZkCBmFYM0RhAB1VoEAXAkI8Rx/OpHp7ivrxdhUEOpvMZxrFAolOAHElEomUFQMSMIQkSRxNZztzCYEUURYsU4eOAAH52cxLaJnUgkLDYNHUoxGl6AdaPDvG/fIehCYcP4RgT1GgDBZ86coZYWB5Wq17/vybuH7/z8X8UCAKLp+3dVyk2TNIKum9ySTZKmMXKZBFarIdaqdaRSKbItC4Lo7OoqI9o0fg7OnDoJhka2ZaFSWUOj7qNWaxAxg3TAcWxk0in09PSQaRrQhA7DMHDk2FE6PT2H/OwCurr7yHVdtLe3IJtJoLBconKlgeJyAaNjW2AZApZlUr1eRRxHSKYT9Nij9298fR04NTOzpVTxYJkmNJLUknVhGhopBkllUBhEFMUKQRBSGElomqBEIoneng4qlFbIcSwYpkG1ah1EIF0TCPyAbMuiX/7lG2mwt5WOHj2O87ZuIb/ZBCtQJpvDVVdcQc16nY4ePYHl5RVaq1QwumEdzU7Po9nwabm4SkODI2Q4gnRNA5hQrdTQ3dUJjvVrXgfwvOZEzATL0phlxKFUrOk6c6y43vBY1032/YA9P2Bmhu8HPDAwiChocqVSZyJCHCteqzbgODZbtskJ2+K21nYuFVf42OQkp1M2O7bODAWhEZdXS1irlni5VOAz83l0dLSyZZvIn1lkpRSTpnO5XOZk0mHHtDkIfRa6ySvFFXR1dKBcWMi9DrBWKwehDNHWliXLtmi1VCUmQUpJqq41iDQi3w8pjKKznipiGh4ZQbVSplq9RiQEiitlYsUwDJOIiGKOaWF+ju5/YDfVmpKy6TSFQZ1s20Q6k6TxsWEsLS+TEIIG+rshNCIZK8yemacwikgB5Hs+2Y5DpmURK0W27VClUkEql0WtXIxfBzj7G8pQilFrenAcA65tQDc0sFKIYwkhXvP+mJJuCp3trVhYmocgA4amo1KpQtM00jRCFIWIYwUiAcu0EQQRnnlmLyzdwTmbxmh0/SAESySTCQihIZYxerq6kXQStG54COs2DEHXTUgZA0TIZtJwLB0JxwSrCGCFar35hi9UWC7C9yOUVutQMYGIQMzwPB9MBF3TwMwQQkAQcSqVQjqbwVx+FlLFiCKFKJJgIg6CEELor85TCjKOMTg4gPHxdRhZP4LO7g4uLMwBrGN0dAytrTl4jSbO23wOEgZ4x8QE+rraMbZ+GLEMkMr1o9lsQmgaOjo7kc2kEQY+MqnEGwC5lhxZpo44iiGExn4QcRhJNi2TE47J6XSKozBkIsFEjL7+PvaaayiXa5xOp7jZbCCKIiYSkLFiVswgcBRJljLm/PwCD42s4/bObi6vFGHZSS4UltDV3skq9DmdtFGu1tmwDfhek8NIchQE3NnezjOnz/Bqqc712hpv2baTwzBCcbUMzXHodYBMSyslEg5AgNA1YhAJTSMionTCpsAPiIQgIYjCKMLoxjGanT4OoTukawb5foRYMnGswEqR0ARZpkEaCYoZ1Gw0yQs00nWbatVVZHMZ2rZtMxSYisUiDQ0PolxcoY6Obsg4pIRr08zsFPUODdLp08ep7gWUy7ikCyLNIAS+RHv3hjcAzDh8hBiIZAwGECuFZkOyJhTresxRLJkBSCnZMCz09vZyfnYOTsJmKSV7TQ9CCGZmGLrBzDEuvexSvuxt5/NQfxv39XVwZ2cbJiePspMw0dXewkEQo1hc4dVKlTUrAYGAx8fHMX1qmltbW9DZluPW1nYulZdZRT5v23ERFs9Moatn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 + Dispense Bay Lamp + 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 + Dispense Bay Lamp + 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temperature = sc.AI("Temperature Sensor").getValue() + if sc.DO("Cooling System Actor").getValue(): + temperature -= 3 + if temperature < 0: + temperature = 0 + else: + temperature += 1 + if temperature > 255: + temperature = 255 + sc.AI("Temperature Sensor").setValue(temperature) + + sc.unlock() + sleep(0.5) diff --git a/workshop-2/VendingMachine/sim/scripts/CurrencyDetector.py b/workshop-2/VendingMachine/sim/scripts/CurrencyDetector.py new file mode 100644 index 0000000..46eb6e3 --- /dev/null +++ b/workshop-2/VendingMachine/sim/scripts/CurrencyDetector.py @@ -0,0 +1,27 @@ +#!/usr/bin/python +from redBlocks import * + +def coinCallback(sc,interface,value): + if value : + print( "Button " + interface.getName() + " pressed." ) + if "Euro200" == interface.getName(): + value = "4" + elif "Euro100" == interface.getName(): + value = "3" + elif "Euro50" == interface.getName(): + value = "2" + elif "Euro20" == interface.getName(): + value = "1" + elif "Euro10" == interface.getName(): + value = "0" + sc.CC("Coin Detector").sendMessage( value ) + +scf = SimulatorConnectionFactory() +scf.registerCC("Coin Detector") +scf.registerSBO("Euro200", coinCallback) +scf.registerSBO("Euro100", coinCallback) +scf.registerSBO("Euro50", coinCallback) +scf.registerSBO("Euro20", coinCallback) +scf.registerSBO("Euro10", coinCallback) +sc = scf.create() +loopForever() diff --git a/workshop-2/VendingMachine/sim/scripts/Keypad.py b/workshop-2/VendingMachine/sim/scripts/Keypad.py new file mode 100644 index 0000000..be03238 --- /dev/null +++ b/workshop-2/VendingMachine/sim/scripts/Keypad.py @@ -0,0 +1,25 @@ +#!/usr/bin/python +from redBlocks import * + +def keyPadCallback(sc, interface,value): + if value: + key = ord(interface.getName()[6]) - 0x30 + print( "Key " + interface.getName()[6] + " pressed." ) + sc.CC("Keypad").sendMessage( bytearray([key]) ) + +scf = SimulatorConnectionFactory() + +scf.registerCC("Keypad") +scf.registerSBO("KeyPad0", keyPadCallback) +scf.registerSBO("KeyPad1", keyPadCallback) +scf.registerSBO("KeyPad2", keyPadCallback) +scf.registerSBO("KeyPad3", keyPadCallback) +scf.registerSBO("KeyPad4", keyPadCallback) +scf.registerSBO("KeyPad5", keyPadCallback) +scf.registerSBO("KeyPad6", keyPadCallback) +scf.registerSBO("KeyPad7", keyPadCallback) +scf.registerSBO("KeyPad8", keyPadCallback) +scf.registerSBO("KeyPad9", keyPadCallback) +sc = scf.create() + +loopForever() \ No newline at end of file diff --git a/workshop-2/VendingMachine/sim/scripts/VendingMachine.py b/workshop-2/VendingMachine/sim/scripts/VendingMachine.py new file mode 100644 index 0000000..9462036 --- /dev/null +++ b/workshop-2/VendingMachine/sim/scripts/VendingMachine.py @@ -0,0 +1,22 @@ +#!/usr/bin/python +from redBlocks import * + +def releaseProductCallback(sc, interface,value): + if value and sc.SBO("Automatic light barrier").getValue(): + sc.DI("Light Barrier").setValue(True) + sleep(0.01) + sc.DI("Light Barrier").setValue(False) + print( "Product released" ) + +scf = SimulatorConnectionFactory() +scf.registerDO("Product 1 Release Gear", releaseProductCallback) +scf.registerDO("Product 2 Release Gear", releaseProductCallback) +scf.registerDO("Product 3 Release Gear", releaseProductCallback) +scf.registerDO("Product 4 Release Gear", releaseProductCallback) +scf.registerDI("Light Barrier") +scf.registerSBO("Automatic light barrier") +sc = scf.create() + +sc.SBO("Automatic light barrier").setValue(True) + +loopForever() diff --git a/workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py b/workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py new file mode 100644 index 0000000..25748e9 --- /dev/null +++ b/workshop-2/VendingMachine/sim/tests/ExampleTests/Blocked_Slot_Test.py @@ -0,0 +1,293 @@ +#!/usr/bin/python +from redBlocks import * +from redBlocksTest import * + +# This script was generated by the redBlocks Simulator's test script recorder. +# It serves for demonstration purposes and tests the application's behaviour when a product slot is blocked, so the bottle cannot be realeased. +# It needs to be started with all slots being unblocked and will leave the first slot being blocked. + +scf = SimulatorConnectionFactory() + +# Registration of interfaces +scf.registerDO("Product 4 Lamp") +scf.registerDO("Product 3 Lamp") +scf.registerDO("Product 2 Lamp") +scf.registerDO("Product 1 Lamp") +scf.registerDO("Dispense Bay Lamp") +scf.registerDO("Change Bay Lamp") +scf.registerDO("Open Cash Box Actor") +scf.registerDO("Cash Box Return Actor") +scf.registerDO("Product 1 Release Gear") +scf.registerDO("Product 2 Release Gear") +scf.registerDO("Product 3 Release Gear") +scf.registerDO("Product 4 Release Gear") +scf.registerCC("GSM Modem") +scf.registerDP("Display") +scf.registerSBO("Automatic light barrier") +scf.registerDI("Product 4 Button") +scf.registerSBO("Euro100") +scf.registerDI("Return Money Button") +sc = scf.create() + +# Define set of interfaces to observe +observer = Observer() +observer.add(sc.DO("Product 4 Lamp")) +observer.add(sc.DO("Product 3 Lamp")) +observer.add(sc.DO("Product 2 Lamp")) +observer.add(sc.DO("Product 1 Lamp")) +observer.add(sc.DO("Dispense Bay Lamp")) +observer.add(sc.DO("Change Bay Lamp")) +observer.add(sc.DO("Open Cash Box Actor")) +observer.add(sc.DO("Cash Box Return Actor")) +observer.add(sc.DO("Product 1 Release Gear")) +observer.add(sc.DO("Product 2 Release Gear")) +observer.add(sc.DO("Product 3 Release Gear")) +observer.add(sc.DO("Product 4 Release Gear")) +observer.add(sc.CC("GSM Modem"), 0.10) +observer.add(sc.DP("Display"), 0.10) + +# time tolerance: adjust to a suitable value depending on the latency of the test setup +TOL = 0.20 +observer.setTolerance(TOL) + +observer.start() +time = observer.getTime() + + +# Test Preconditions +observer[sc.DO("Product 4 Lamp")].checkData(False) +observer[sc.DO("Product 3 Lamp")].checkData(False) +observer[sc.DO("Product 2 Lamp")].checkData(False) +observer[sc.DO("Product 1 Lamp")].checkData(False) +observer[sc.DO("Dispense Bay Lamp")].checkData(False) +observer[sc.DO("Change Bay Lamp")].checkData(False) +observer[sc.DO("Open Cash Box Actor")].checkData(True) +observer[sc.DO("Cash Box Return Actor")].checkData(False) +observer[sc.DO("Product 1 Release Gear")].checkData(False) +observer[sc.DO("Product 2 Release Gear")].checkData(False) +observer[sc.DO("Product 3 Release Gear")].checkData(False) +observer[sc.DO("Product 4 Release Gear")].checkData(False) +observer[sc.DP("Display")].checkData(DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer.sleep(1.153) + +time = observer.getTime() +sc.SBO("Automatic light barrier").setValue(False) + +observer.sleep(1.530) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.03 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('1.rbb'))) + +observer.sleep(0.091) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(False) + +observer.sleep(1.002) + +time = observer.getTime() +sc.SBO("Euro100").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.04 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.04 + TOL, DisplayData.fromFileContents(binaryData('2.rbb'))) + +observer.sleep(0.295) + +time = observer.getTime() +sc.SBO("Euro100").setValue(False) + +observer.sleep(0.696) + +time = observer.getTime() +sc.SBO("Euro100").setValue(True) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('3.rbb'))) + +observer.sleep(0.303) + +time = observer.getTime() +sc.SBO("Euro100").setValue(False) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 0.72 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 0.72 + TOL, False) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 1.22 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 1.22 + TOL, True) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 2.22 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 2.22 + TOL, False) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 2.72 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 2.72 + TOL, True) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 3.72 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 3.72 + TOL, False) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 4.22 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 4.22 + TOL, True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 5.21 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 5.21 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 5.21 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 5.21 + TOL, True) + +observer[sc.DO("Product 4 Release Gear")].addNoChangeCheck(time + 5.22 - TOL) +observer[sc.DO("Product 4 Release Gear")].addEventCheck(time + 5.22 + TOL, False) + +observer[sc.CC("GSM Modem")].addNoChangeCheck(time + 5.23 - TOL) +observer[sc.CC("GSM Modem")].addEventCheck(time + 5.23 + TOL, bytearray(b"AT+CMGF=1\x0aAT+CMGS=\"+")) + +observer[sc.DP("Display")].addNoChangeCheck(time + 5.24 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 5.24 + TOL, DisplayData.fromFileContents(binaryData('4.rbb'))) + +observer[sc.CC("GSM Modem")].addNoChangeCheck(time + 5.24 - TOL) +observer[sc.CC("GSM Modem")].addEventCheck(time + 5.24 + TOL, bytearray(b"4915233767667\"\x0aSlot ")) + +observer[sc.CC("GSM Modem")].addNoChangeCheck(time + 5.25 - TOL) +observer[sc.CC("GSM Modem")].addEventCheck(time + 5.25 + TOL, bytearray(b"blocked\x1a\x0a")) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 5.72 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 5.72 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 6.22 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 6.22 + TOL, True) + +observer.sleep(6.486) + +time = observer.getTime() +sc.SBO("Automatic light barrier").setValue(True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.23 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.23 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.73 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.73 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.23 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.23 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.74 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.74 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 1.74 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 1.74 + TOL, DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.24 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.24 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.73 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.73 + TOL, True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 3.23 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 3.23 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.23 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.23 + TOL, False) + +observer.sleep(4.829) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('5.rbb'))) + +observer.sleep(0.141) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(False) + +observer.sleep(1.907) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.04 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.04 + TOL, DisplayData.fromFileContents(binaryData('6.rbb'))) + +observer.sleep(0.102) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.43 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.43 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.93 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.93 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.42 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.42 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.92 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.92 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.43 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.43 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.92 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.92 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 2.92 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 2.92 + TOL, DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.42 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.42 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.92 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.92 + TOL, True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 4.42 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 4.42 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 4.42 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 4.42 + TOL, False) + +observer.sleep(6.149 + TOL) + +time = observer.getTime() + +# Test end conditions +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 2 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 1 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time - TOL) +observer[sc.DO("Cash Box Return Actor")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 1 Release Gear")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 2 Release 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system with one bottle being retrieved from the second slot. + +scf = SimulatorConnectionFactory() + +# Registration of interfaces +scf.registerDO("Product 4 Lamp") +scf.registerDO("Product 3 Lamp") +scf.registerDO("Product 2 Lamp") +scf.registerDO("Product 1 Lamp") +scf.registerDO("Dispense Bay Lamp") +scf.registerDO("Change Bay Lamp") +scf.registerDO("Open Cash Box Actor") +scf.registerDO("Cash Box Return Actor") +scf.registerDO("Product 1 Release Gear") +scf.registerDO("Product 2 Release Gear") +scf.registerDO("Product 3 Release Gear") +scf.registerDO("Product 4 Release Gear") +scf.registerCC("GSM Modem") +scf.registerDP("Display") +scf.registerDI("Product 4 Button") +scf.registerDI("Product 3 Button") +scf.registerDI("Product 2 Button") +scf.registerDI("Product 1 Button") +scf.registerSBO("Euro100") +scf.registerSBO("Euro50") +scf.registerSBO("Euro20") +scf.registerSBO("Euro10") +sc = scf.create() + +# Define set of interfaces to observe +observer = Observer() +observer.add(sc.DO("Product 4 Lamp")) +observer.add(sc.DO("Product 3 Lamp")) +observer.add(sc.DO("Product 2 Lamp")) +observer.add(sc.DO("Product 1 Lamp")) +observer.add(sc.DO("Dispense Bay Lamp")) +observer.add(sc.DO("Change Bay Lamp")) +observer.add(sc.DO("Open Cash Box Actor")) +observer.add(sc.DO("Cash Box Return Actor")) +observer.add(sc.DO("Product 1 Release Gear")) +observer.add(sc.DO("Product 2 Release Gear")) +observer.add(sc.DO("Product 3 Release Gear")) +observer.add(sc.DO("Product 4 Release Gear")) +observer.add(sc.CC("GSM Modem"), 0.10) +observer.add(sc.DP("Display"), 0.10) + +# time tolerance: adjust to a suitable value depending on the latency of the test setup +TOL = 0.20 +observer.setTolerance(TOL) + +observer.start() +time = observer.getTime() + + +# Test Preconditions +observer[sc.DO("Product 4 Lamp")].checkData(False) +observer[sc.DO("Product 3 Lamp")].checkData(False) +observer[sc.DO("Product 2 Lamp")].checkData(False) +observer[sc.DO("Product 1 Lamp")].checkData(False) +observer[sc.DO("Dispense Bay Lamp")].checkData(False) +observer[sc.DO("Change Bay Lamp")].checkData(False) +observer[sc.DO("Open Cash Box Actor")].checkData(True) +observer[sc.DO("Cash Box Return Actor")].checkData(False) +observer[sc.DO("Product 1 Release Gear")].checkData(False) +observer[sc.DO("Product 2 Release Gear")].checkData(False) +observer[sc.DO("Product 3 Release Gear")].checkData(False) +observer[sc.DO("Product 4 Release Gear")].checkData(False) +observer[sc.DP("Display")].checkData(DisplayData.fromFileContents(binaryData('2.rbb'))) + +observer.sleep(1.136) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.01 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.01 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('3.rbb'))) + +observer.sleep(0.127) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(False) + +observer.sleep(0.752) + +time = observer.getTime() +sc.DI("Product 3 Button").setValue(True) + +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 3 Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('4.rbb'))) + +observer.sleep(0.096) + +time = observer.getTime() +sc.DI("Product 3 Button").setValue(False) + +observer.sleep(0.715) + +time = observer.getTime() +sc.DI("Product 2 Button").setValue(True) + +observer[sc.DO("Product 2 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 2 Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 3 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('5.rbb'))) + +observer.sleep(0.093) + +time = observer.getTime() +sc.DI("Product 2 Button").setValue(False) + +observer.sleep(0.722) + +time = observer.getTime() +sc.DI("Product 1 Button").setValue(True) + +observer[sc.DO("Product 1 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 1 Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 2 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 2 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('6.rbb'))) + +observer.sleep(0.102) + +time = observer.getTime() +sc.DI("Product 1 Button").setValue(False) + +observer.sleep(0.986) + +time = observer.getTime() +sc.DI("Product 3 Button").setValue(True) + +observer[sc.DO("Product 1 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 1 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 3 Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.02 + TOL, DisplayData.fromFileContents(binaryData('4.rbb'))) + +observer.sleep(0.085) + +time = observer.getTime() +sc.DI("Product 3 Button").setValue(False) + +observer.sleep(1.083) + +time = observer.getTime() +sc.SBO("Euro100").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('7.rbb'))) + +observer.sleep(0.094) + +time = observer.getTime() +sc.SBO("Euro100").setValue(False) + +observer.sleep(0.745) + +time = observer.getTime() +sc.SBO("Euro50").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.04 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.04 + TOL, DisplayData.fromFileContents(binaryData('8.rbb'))) + +observer.sleep(0.089) + +time = observer.getTime() +sc.SBO("Euro50").setValue(False) + +observer.sleep(0.703) + +time = observer.getTime() +sc.SBO("Euro20").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('9.rbb'))) + +observer.sleep(0.107) + +time = observer.getTime() +sc.SBO("Euro20").setValue(False) + +observer.sleep(0.753) + +time = observer.getTime() +sc.SBO("Euro10").setValue(True) + +observer[sc.DO("Product 3 Release Gear")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Product 3 Release Gear")].addEventCheck(time + 0.03 + TOL, True) + +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Product 3 Lamp")].addEventCheck(time + 0.03 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('10.rbb'))) + +observer.sleep(0.203) + +time = observer.getTime() +sc.SBO("Euro10").setValue(False) + +observer[sc.DO("Cash Box Return Actor")].addNoChangeCheck(time + 0.82 - TOL) +observer[sc.DO("Cash Box Return Actor")].addEventCheck(time + 0.82 + TOL, True) + +observer[sc.DO("Product 3 Release Gear")].addNoChangeCheck(time + 0.83 - TOL) +observer[sc.DO("Product 3 Release Gear")].addEventCheck(time + 0.83 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.83 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.83 + TOL, DisplayData.fromFileContents(binaryData('11.rbb'))) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 1.82 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 1.82 + TOL, False) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 2.32 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 2.32 + TOL, True) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 2.82 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 2.82 + TOL, False) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 3.32 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 3.32 + TOL, True) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 3.82 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 3.82 + TOL, False) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 4.32 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 4.32 + TOL, True) + +observer[sc.DO("Cash Box Return Actor")].addNoChangeCheck(time + 4.82 - TOL) +observer[sc.DO("Cash Box Return Actor")].addEventCheck(time + 4.82 + TOL, False) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 4.82 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 4.82 + TOL, True) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 4.82 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 4.82 + TOL, False) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 5.33 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 5.33 + TOL, True) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 5.82 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 5.82 + TOL, False) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 6.32 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 6.32 + TOL, True) + +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time + 6.82 - TOL) +observer[sc.DO("Dispense Bay Lamp")].addEventCheck(time + 6.82 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 7.33 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 7.33 + TOL, DisplayData.fromFileContents(binaryData('2.rbb'))) + +observer.sleep(10.130 + TOL) + +time = observer.getTime() + +# Test end conditions +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 2 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 1 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time - TOL) +observer[sc.DO("Cash Box Return Actor")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 1 Release Gear")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 2 Release 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SimulatorConnectionFactory() + +# Registration of interfaces +scf.registerDO("Product 4 Lamp") +scf.registerDO("Product 3 Lamp") +scf.registerDO("Product 2 Lamp") +scf.registerDO("Product 1 Lamp") +scf.registerDO("Dispense Bay Lamp") +scf.registerDO("Change Bay Lamp") +scf.registerDO("Open Cash Box Actor") +scf.registerDO("Cash Box Return Actor") +scf.registerDO("Product 1 Release Gear") +scf.registerDO("Product 2 Release Gear") +scf.registerDO("Product 3 Release Gear") +scf.registerDO("Product 4 Release Gear") +scf.registerCC("GSM Modem") +scf.registerDP("Display") +scf.registerDI("Product 4 Button") +scf.registerDI("Return Money Button") +scf.registerDI("Front Door Protection") +scf.registerSBO("KeyPad1") +scf.registerSBO("KeyPad2") +scf.registerSBO("KeyPad3") +scf.registerSBO("KeyPad4") +scf.registerDI("Filled Up Button") +sc = scf.create() + +# Define set of interfaces to observe +observer = Observer() +observer.add(sc.DO("Product 4 Lamp")) +observer.add(sc.DO("Product 3 Lamp")) +observer.add(sc.DO("Product 2 Lamp")) +observer.add(sc.DO("Product 1 Lamp")) +observer.add(sc.DO("Dispense Bay Lamp")) +observer.add(sc.DO("Change Bay Lamp")) +observer.add(sc.DO("Open Cash Box Actor")) +observer.add(sc.DO("Cash Box Return Actor")) +observer.add(sc.DO("Product 1 Release Gear")) +observer.add(sc.DO("Product 2 Release Gear")) +observer.add(sc.DO("Product 3 Release Gear")) +observer.add(sc.DO("Product 4 Release Gear")) +observer.add(sc.CC("GSM Modem"), 0.10) +observer.add(sc.DP("Display"), 0.10) + +# time tolerance: adjust to a suitable value depending on the latency of the test setup +TOL = 0.20 +observer.setTolerance(TOL) + +observer.start() +time = observer.getTime() + + +# Test Preconditions +observer[sc.DO("Product 4 Lamp")].checkData(False) +observer[sc.DO("Product 3 Lamp")].checkData(False) +observer[sc.DO("Product 2 Lamp")].checkData(False) +observer[sc.DO("Product 1 Lamp")].checkData(False) +observer[sc.DO("Dispense Bay Lamp")].checkData(False) +observer[sc.DO("Change Bay Lamp")].checkData(False) +observer[sc.DO("Open Cash Box Actor")].checkData(True) +observer[sc.DO("Cash Box Return Actor")].checkData(False) +observer[sc.DO("Product 1 Release Gear")].checkData(False) +observer[sc.DO("Product 2 Release Gear")].checkData(False) +observer[sc.DO("Product 3 Release Gear")].checkData(False) +observer[sc.DO("Product 4 Release Gear")].checkData(False) +observer[sc.DP("Display")].checkData(DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer.sleep(0.253) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.05 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.05 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.05 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.05 + TOL, DisplayData.fromFileContents(binaryData('1.rbb'))) + +observer.sleep(0.084) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(False) + +observer.sleep(1.018) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 0.03 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.03 + TOL, True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.03 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('2.rbb'))) + +observer.sleep(0.083) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.45 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.45 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.95 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.95 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.53 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.53 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.95 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.95 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.45 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.45 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.95 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.95 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 2.95 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 2.95 + TOL, DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.45 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.45 + TOL, False) + +observer.sleep(3.566) + +time = observer.getTime() +sc.DI("Front Door Protection").setValue(False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('3.rbb'))) + +observer.sleep(1.571) + +time = observer.getTime() +sc.SBO("KeyPad1").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.05 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.05 + TOL, DisplayData.fromFileContents(binaryData('4.rbb'))) + +observer.sleep(0.363) + +time = observer.getTime() +sc.SBO("KeyPad1").setValue(False) + +observer.sleep(0.601) + +time = observer.getTime() +sc.SBO("KeyPad2").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.07 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.07 + TOL, DisplayData.fromFileContents(binaryData('5.rbb'))) + +observer.sleep(0.352) + +time = observer.getTime() +sc.SBO("KeyPad2").setValue(False) + +observer.sleep(0.702) + +time = observer.getTime() +sc.SBO("KeyPad3").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.07 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.07 + TOL, DisplayData.fromFileContents(binaryData('6.rbb'))) + +observer.sleep(0.316) + +time = observer.getTime() +sc.SBO("KeyPad3").setValue(False) + +observer.sleep(0.684) + +time = observer.getTime() +sc.SBO("KeyPad4").setValue(True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.07 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.07 + TOL, DisplayData.fromFileContents(binaryData('7.rbb'))) + +observer.sleep(0.332) + +time = observer.getTime() +sc.SBO("KeyPad4").setValue(False) + +observer.sleep(0.838) + +time = observer.getTime() +sc.DI("Filled Up Button").setValue(True) + +observer.sleep(0.385) + +time = observer.getTime() +sc.DI("Filled Up Button").setValue(False) + +observer.sleep(1.502) + +time = observer.getTime() +sc.DI("Front Door Protection").setValue(True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 0.03 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer.sleep(1.217) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.03 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.05 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.05 + TOL, DisplayData.fromFileContents(binaryData('8.rbb'))) + +observer.sleep(0.247) + +time = observer.getTime() +sc.DI("Product 4 Button").setValue(False) + +observer.sleep(1.038) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.02 + TOL, True) + +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time + 0.02 - TOL) +observer[sc.DO("Product 4 Lamp")].addEventCheck(time + 0.02 + TOL, False) + +observer[sc.DP("Display")].addNoChangeCheck(time + 0.03 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 0.03 + TOL, DisplayData.fromFileContents(binaryData('2.rbb'))) + +observer.sleep(0.279) + +time = observer.getTime() +sc.DI("Return Money Button").setValue(False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.25 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.25 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 0.75 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 0.75 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.25 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.25 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 1.75 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 1.75 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.25 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.25 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 2.75 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 2.75 + TOL, True) + +observer[sc.DP("Display")].addNoChangeCheck(time + 2.75 - TOL) +observer[sc.DP("Display")].addEventCheck(time + 2.75 + TOL, DisplayData.fromFileContents(binaryData('0.rbb'))) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.26 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.26 + TOL, False) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 3.76 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 3.76 + TOL, True) + +observer[sc.DO("Open Cash Box Actor")].addNoChangeCheck(time + 4.26 - TOL) +observer[sc.DO("Open Cash Box Actor")].addEventCheck(time + 4.26 + TOL, True) + +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time + 4.26 - TOL) +observer[sc.DO("Change Bay Lamp")].addEventCheck(time + 4.26 + TOL, False) + +observer.sleep(5.141 + TOL) + +time = observer.getTime() + +# Test end conditions +observer[sc.DO("Product 4 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 3 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 2 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Product 1 Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Dispense Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Change Bay Lamp")].addNoChangeCheck(time - TOL) +observer[sc.DO("Open 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GIT binary patch literal 1078 zcmdUtzfQw25XLVA5r&{JW{}yhWn415&AqvcN)&ITug?eo6&HG#eCFq z0w63HX!uui4X&s+0PljZ&HKQGtUp%%;6mOnQ2r#Py1()# oIa2*m{?HS%fAreyFZp;k`~MIc?S$aF-93PH&*ZLsrus+v0RV({ApigX literal 0 HcmV?d00001 diff --git a/workshop-2/VendingMachine/sim/tests/ExampleTests/TestSuite.py b/workshop-2/VendingMachine/sim/tests/ExampleTests/TestSuite.py new file mode 100644 index 0000000..2762bfb --- /dev/null +++ b/workshop-2/VendingMachine/sim/tests/ExampleTests/TestSuite.py @@ -0,0 +1,21 @@ +#!/usr/bin/python +from redBlocksTestSuite import * + +# This test suite tests the normal workflow, which includes buying a product, +# simulating a jammed slot and resetting the slot by entering maintenance mode. + +s = Simulator("../../VendingMachine.rbp", "-c tcp:10000") +s.startAfterSimulation("runBinary.bat") + +t = TestSuite(s, r"results\result.txt", "logs") +# Test the normal product buying workflow. +t.addTest(r"Buy_Product_Test.py") +t.beginTestSequence() +# Simulate a blocked product slot 4. +t.addTest(r"Blocked_Slot_Test.py") +# Clear blocked slot during maintenance. +t.addTest(r"Maintenance_Mode_Test.py") +# Repeat the normal buying workflow test, in order to check whether the cleard slot is handled normally. +t.addTest(r"Buy_Product_Test.py", "Buy_Product_Via_Cleared_Slot_Test") +t.endTestSequence() +t.run() diff --git a/workshop-2/VendingMachine/sim/tests/ReadMe.txt b/workshop-2/VendingMachine/sim/tests/ReadMe.txt new file mode 100644 index 0000000..d1cf4aa --- /dev/null +++ b/workshop-2/VendingMachine/sim/tests/ReadMe.txt @@ -0,0 +1 @@ +Autonomous test execution is not supported by the evaluation version! \ No newline at end of file diff --git a/workshop-2/VendingMachine/sources b/workshop-2/VendingMachine/sources new file mode 100644 index 0000000..13ff6f9 --- /dev/null +++ b/workshop-2/VendingMachine/sources @@ -0,0 +1,23 @@ +# Defines a list of additional include directories that will be prepended to the list of +# standard include directories. +INCLUDE_DIRS = \ + $(REL_SRC_DIR) \ + $(REL_PROJECT_DIR)/sim \ + $(REL_PROJECT_DIR)/sim/host/Workbench + +# Defines a list of directories which are searched for source files recursively. +# All source files found within these directories are compiled and linked to the binary. +SOURCES_DIRS_RECURSIVE = \ + $(REL_SRC_DIR) \ + $(REL_PROJECT_DIR)/sim/host/Workbench + +# Defines a list of directories which are searched for source files non-recursively. +# All source files found within these directories are compiled and linked to the binary. +SOURCES_DIRS = \ + $(REL_PROJECT_DIR)/sim + +# Defines a list of source files which should be removed from the list of sources. +SOURCES_EXCLUDES = + +# Defines a list of source files which should be added to the list of sources. +SOURCES_INCLUDES = \ No newline at end of file diff --git a/workshop-2/VendingMachine/src/Application/AlarmManager.cpp b/workshop-2/VendingMachine/src/Application/AlarmManager.cpp new file mode 100644 index 0000000..0ce7fed --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/AlarmManager.cpp @@ -0,0 +1,40 @@ +#include "AlarmManager.h" +#include "Platform.h" + + +static const char* const alarmMessages[] = +{ + "Break-in attempt", + "Overheat", + "Slot empty", + "Slot blocked" +}; + +static const char* const number = "+4915233767667"; + + +AlarmManager::AlarmManager() : + mAlarmEvent( this ), + mAlarms( 0 ) +{ +} + +void AlarmManager::raiseAlarm( Alarm alarm ) +{ + AlarmManager& instance = getInstanceRef(); + instance.mAlarms |= 1u << static_cast( alarm ); + instance.mAlarmEvent.schedule(); +} + +void AlarmManager::onAlarmEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + for ( u8 i = 0; i < sizeof( alarmMessages ) / sizeof( const char* ); ++i ) + { + if ( 0 != ( t->mAlarms & ( 1u << i ) ) ) + { + Platform::GsmModemDriver::sendSms( number, alarmMessages[i] ); + } + } + t->mAlarms = 0; +} diff --git a/workshop-2/VendingMachine/src/Application/AlarmManager.h b/workshop-2/VendingMachine/src/Application/AlarmManager.h new file mode 100644 index 0000000..78f3c4d --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/AlarmManager.h @@ -0,0 +1,47 @@ +#ifndef ALARM_MANAGER_H_ +#define ALARM_MANAGER_H_ + +#include "Platform.h" +#include + +/** + * This class deals with all alarm messages, sending an SMS via + * the GSM modem. + */ +class AlarmManager : public redBlocks::Core::TGlobalPtrBase +{ + public: + enum Alarm + { + ALARM_BREAK_IN = 0, + ALARM_OVERHEAT, + ALARM_EMPTY_SLOT, + ALARM_SLOT_BLOCKED + }; + + /** + * Constructor + */ + AlarmManager(); + + /** + * Raises the specified alarm. This method can be called from interrupt + * context, as is only sets a flag and schedules an Event + * @param alarm the alarm to raise + */ + static void raiseAlarm( Alarm alarm ); + + private: + /** Convenience definition for our class */ + typedef AlarmManager ThisType; + /** + * This method is associated with mAlarmEvent + */ + static void onAlarmEvent( ThisType* t, u8 callCnt ); + /** this event is scheduled by raiseAlarm() */ + Platform::OS::TEvent mAlarmEvent; + /** bit field of active alarms */ + u32 mAlarms; +}; + +#endif diff --git a/workshop-2/VendingMachine/src/Application/Application.cpp b/workshop-2/VendingMachine/src/Application/Application.cpp new file mode 100644 index 0000000..ff1fb9e --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/Application.cpp @@ -0,0 +1,40 @@ +#include "Application.h" +#include "Gui/Gui.h" + + +Application::Application() : + mTemperatureControllerTimer( this ), + // cooling temperature 8 +/- 2 degrees, alarm at 14 degrees + mTemperatureController( 8000, 2000, 14000 ), + mVendingMode(), + mGlobalState( mVendingMode, mMaintenanceMode ) +{ + Platform::PowerSupervision::enableCallback(); + Platform::LightBarrier::enableCallback(); + Platform::FrontDoorProtection::enableCallback(); + Platform::ReturnMoneyButton::enableCallback(); + Platform::FilledUpButton::enableCallback(); + Platform::Product1Button::enableCallback(); + Platform::Product2Button::enableCallback(); + Platform::Product3Button::enableCallback(); + Platform::Product4Button::enableCallback(); + Platform::StartButton::enableCallback(); + Platform::TemperatureSensor::enableCallback(); + mTemperatureControllerTimer.startPeriodic( Platform::OS::MilliSec<100>::value ); +} + +void Application::run() const +{ + for( ;; ) + { + Platform::OS::processEvents(); + Platform::enterSleepMode(); + } +} + +void Application::onTemperatureControllerTimerEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + t->mTemperatureController.runOnce(); +} + diff --git a/workshop-2/VendingMachine/src/Application/Application.h b/workshop-2/VendingMachine/src/Application/Application.h new file mode 100644 index 0000000..9f6700d --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/Application.h @@ -0,0 +1,67 @@ +#ifndef APPLICATION_H_ +#define APPLICATION_H_ + +#include "Platform.h" +#include "CashBox.h" +#include "MaintenanceMode.h" +#include "VendingMode.h" +#include "GlobalState.h" +#include "TTemperatureController.h" +#include "AlarmManager.h" +#include +#include +#include +#include + +/** + * Example application that provides the functionality: Each time an input + * changes, the output in 100 ms steps. + */ +class Application: public redBlocks::Core::TGlobalPtrBase +{ + public: + typedef TTemperatureController, Platform::CoolingSystemActor> TemperatureController; + + + Application(); + + void run() const; + + static MaintenanceMode& getMaintenanceMode() + { + return getInstanceRef().mMaintenanceMode; + } + + static VendingMode& getVendingMode() + { + return getInstanceRef().mVendingMode; + } + + static TemperatureController& getTemperatureController() + { + return getInstanceRef().mTemperatureController; + } + + static GlobalState& getGlobalState() + { + return getInstanceRef().mGlobalState; + } + + private: + /** Convenience definition for our class */ + typedef Application ThisType; + + /** This method is associated with mTemperatureControllerTimer */ + static void onTemperatureControllerTimerEvent( ThisType* t, u8 callCnt ); + /** used to periodically invoke the temperature controller */ + Platform::OS::TEventTimer mTemperatureControllerTimer; + + GuiResources mGuiResources; + AlarmManager mAlarmManager; + MaintenanceMode mMaintenanceMode; + TemperatureController mTemperatureController; + VendingMode mVendingMode; + GlobalState mGlobalState; +}; + +#endif // APPLICATION_H_ diff --git a/workshop-2/VendingMachine/src/Application/CashBox.cpp b/workshop-2/VendingMachine/src/Application/CashBox.cpp new file mode 100644 index 0000000..fc5a7e7 --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/CashBox.cpp @@ -0,0 +1,107 @@ +#include "CashBox.h" +#include + +CashBox::CashBox() : + mTimer( this ) +{ + mIsActive = false; + mMoneyInIntermediateCash = 0; + mState = STATE_IDLE; + mStateCounter = 0; +} + +void CashBox::setActivationState( bool isActivated ) +{ + if ( !isActivated ) + { + mTimer.stop(); + Platform::CashBoxReturnActor::setOutput( false ); + Platform::ChangeBayLamp::setOutput( false ); + mMoneyInIntermediateCash = 0; + mState = STATE_IDLE; + } + mIsActive = isActivated; + Platform::OpenCashBoxActor::setOutput( isActivated ); +} + +void CashBox::onMoneyInserted( u16 money ) +{ + if ( mIsActive && ( mState == STATE_IDLE ) ) + { + mMoneyInIntermediateCash += money; + RB_LOG_DEBUG( "Money inserted: " << money << " cent" ); + } +} + +void CashBox::releaseMoney() +{ + if ( mIsActive ) + { + startReleaseMoney(); + } +} + +void CashBox::boxMoney() +{ + if ( mIsActive ) + { + startBoxMoney(); + } +} + + +void CashBox::onTimerEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + if ( t->mIsActive ) + { + switch ( t->mState ) + { + case STATE_RELEASE_MONEY: + ++t->mStateCounter; + Platform::ChangeBayLamp::setOutput( 0 == t->mStateCounter % 2 ); + if ( 9 == t->mStateCounter ) + { + t->mTimer.stop(); + Platform::OpenCashBoxActor::setOutput( true ); + t->mState = STATE_IDLE; + } + break; + case STATE_BOX_MONEY1: + Platform::OpenCashBoxActor::setOutput( false ); + t->mTimer.start( Platform::OS::Sec<3>::value ); + t->mState = STATE_BOX_MONEY2; + break; + case STATE_BOX_MONEY2: + Platform::OpenCashBoxActor::setOutput( true ); + Platform::CashBoxReturnActor::setOutput( false ); + t->mState = STATE_IDLE; + break; + case STATE_IDLE: + default: + break; + } + } +} + +void CashBox::startReleaseMoney() +{ + RB_LOG_DEBUG( "Releasing money" ); + mMoneyInIntermediateCash = 0; + + Platform::OpenCashBoxActor::setOutput( false ); + Platform::ChangeBayLamp::setOutput( true ); + mTimer.startPeriodic( Platform::OS::MilliSec<500>::value ); + mState = STATE_RELEASE_MONEY; + mStateCounter = 0; +} + +void CashBox::startBoxMoney() +{ + RB_LOG_DEBUG( "Boxing money: " << mMoneyInIntermediateCash << " cent" ) + mMoneyInIntermediateCash = 0; + + Platform::CashBoxReturnActor::setOutput( true ); + mTimer.start( Platform::OS::Sec<1>::value ); + mState = STATE_BOX_MONEY1; +} diff --git a/workshop-2/VendingMachine/src/Application/CashBox.h b/workshop-2/VendingMachine/src/Application/CashBox.h new file mode 100644 index 0000000..c01aaf1 --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/CashBox.h @@ -0,0 +1,99 @@ +#ifndef CASH_BOX_H_ +#define CASH_BOX_H_ + +#include +#include +#include + +/** + * This class maintains the cash box, i. e. it controls the cash box flaps + * and it must be informed when a coin is inserted. + */ +class CashBox : public redBlocks::Core::NoCopyBase +{ + public: + + /** + * Constructor + */ + CashBox(); + + /** + * Activate / deactivate the cash box (if deactivated, the release flap is opened, so + * all money is falling through). + * @param isActivated true, if the cash box is active + */ + void setActivationState( bool isActivated ); + + /** + * Needs to be called, when money was inserted + */ + void onMoneyInserted( u16 money ); + + /** + * Opens the cash box release flap and switches on the return bay lamp + */ + void releaseMoney(); + + /** + * Boxes the money + */ + void boxMoney(); + + /** + * Returns the information, if a workflow is currently in progress + */ + bool isMoneyWorkflowInProgress() const + { + return mState != STATE_IDLE; + } + + /** + * Returns the information, how much money is in the intermediate cash + */ + u16 getMoneyInIntermediateCash() const + { + return mMoneyInIntermediateCash; + } + + private: + /** Convenience definition for our class */ + typedef CashBox ThisType; + /** + * The internal workflow state + */ + enum State + { + STATE_IDLE = 0, + STATE_RELEASE_MONEY, + STATE_BOX_MONEY1, + STATE_BOX_MONEY2 + }; + /** + * This method gets called, when the timer fires. + */ + static void onTimerEvent( ThisType* t, u8 callCnt ); + + /** + * Releases the money + */ + void startReleaseMoney(); + + /** + * Boxes the money + */ + void startBoxMoney(); + + /** used to invoke the method onTimerEvent after certain time periods */ + Platform::OS::TEventTimer mTimer; + /** true, if the cash box is active */ + bool mIsActive; + /** the money that is in the intermediate cash box in cent */ + u16 mMoneyInIntermediateCash; + /** the current workflow state */ + State mState; + /** the counter that is used in certain substates */ + u8 mStateCounter; +}; + +#endif // CASH_BOX_H_ diff --git a/workshop-2/VendingMachine/src/Application/GlobalState.cpp b/workshop-2/VendingMachine/src/Application/GlobalState.cpp new file mode 100644 index 0000000..d6287cd --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/GlobalState.cpp @@ -0,0 +1,20 @@ +#include "GlobalState.h" + + +GlobalState::GlobalState( VendingMode& vendingMode, MaintenanceMode& maintenanceMode ) : + mDoorOpenEvent( this ), + mDoorCloseEvent( this ), + mVendingMode( vendingMode ), + mMaintenanceMode( maintenanceMode ) +{ + if ( Platform::FrontDoorProtection::getValue() ) + { + mState = &mVendingState; + mVendingMode.enter(); + } + else + { + mState = &mMaintenanceState; + mMaintenanceMode.enter(); + } +} diff --git a/workshop-2/VendingMachine/src/Application/GlobalState.h b/workshop-2/VendingMachine/src/Application/GlobalState.h new file mode 100644 index 0000000..290516f --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/GlobalState.h @@ -0,0 +1,123 @@ +#ifndef GLOBAL_STATE_H_ +#define GLOBAL_STATE_H_ + +#include "Platform.h" +#include +#include "VendingMode.h" +#include "MaintenanceMode.h" + +/** + * This class keeps track of the application's global state. + * It is an example of the state design pattern implementation. + */ +class GlobalState : public redBlocks::Core::NoCopyBase +{ + private: + /** Convenience definition for our class */ + typedef GlobalState ThisType; + + + /** + * Base class for all states: It defines a method for each trigger and + * provides default implementations for all these methods that do nothing. + */ + class BaseState : public redBlocks::Core::NoCopyBase + { + public: + virtual void onDoorOpen( GlobalState& context ) + { + // do nothing per default + } + virtual void onDoorClose( GlobalState& context ) + { + // do nothing per default + } + }; + + + /** + * State class that overwrites the trigger's default behavior (i. e. do nothing) + * for the vending state. + */ + class VendingState : public BaseState + { + public: + virtual void onDoorOpen( GlobalState& context ) + { + context.mVendingMode.leaveImmediate(); + context.mState = &context.mMaintenanceState; + context.mMaintenanceMode.enter(); + } + }; + friend class VendingState; + + /** + * State class that overwrites the trigger's default behavior (i. e. do nothing) + * for the maintenance state. + */ + class MaintenanceState : public BaseState + { + public: + virtual void onDoorClose( GlobalState& context ) + { + if ( context.mMaintenanceMode.leave() ) + { + context.mState = &context.mVendingState; + context.mVendingMode.enter(); + } + } + }; + friend class MaintenanceState; + + public: + /** + * Constructor + */ + GlobalState( VendingMode& vendingMode, MaintenanceMode& maintenanceMode ); + + /** + * This method must be called, when the front door changes. + * It generates an event + */ + void onFrontDoorContactChange() + { + if ( Platform::FrontDoorProtection::getValue() ) + { + mDoorCloseEvent.schedule(); + } + else + { + mDoorOpenEvent.schedule(); + } + } + + private: + /** This method is called from mDoorOpenEvent */ + static void onDoorOpenEvent( ThisType* t, u8 callCnt ) + { + t->mState->onDoorOpen( *t ); + } + + /** This method is called from mDoorCloseEvent */ + static void onDoorCloseEvent( ThisType* t, u8 callCnt ) + { + t->mState->onDoorClose( *t ); + } + + /** event that is scheduled, when the door is opened */ + Platform::OS::TEvent mDoorOpenEvent; + /** event that is scheduled, when the door is closed */ + Platform::OS::TEvent mDoorCloseEvent; + /** the current state */ + BaseState* mState; + /** the state object for the vending state */ + VendingState mVendingState; + /** the state object for the vending state */ + MaintenanceState mMaintenanceState; + /** reference to the vending mode state machine */ + VendingMode& mVendingMode; + /** reference to the maintenance mode state machine */ + MaintenanceMode& mMaintenanceMode; +}; + +#endif diff --git a/workshop-2/VendingMachine/src/Application/MaintenanceMode.cpp b/workshop-2/VendingMachine/src/Application/MaintenanceMode.cpp new file mode 100644 index 0000000..557eeda --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/MaintenanceMode.cpp @@ -0,0 +1,171 @@ +#include "MaintenanceMode.h" +#include "AlarmManager.h" +#include "Platform.h" +#include + +#include + +static const Platform::OS::TimeIntervalType LAMP_TIME_INTERVAL_ALARM = Platform::OS::MilliSec<200>::value; +static const Platform::OS::TimeIntervalType LAMP_TIME_INTERVAL_STEP = Platform::OS::MilliSec<250>::value; +static const Platform::OS::TimeIntervalType LAMP_TIME_INTERVAL_MAX = Platform::OS::MilliSec<1000>::value; +static const Platform::OS::TimeIntervalType ALARM_TIME_INTERVAL = Platform::OS::Sec<5>::value; + +static const Platform::OS::TimeIntervalType SOUND_TIME_INTERVAL_CONFIRM_KEY = Platform::OS::MilliSec<300>::value; +static const Platform::OS::TimeIntervalType SOUND_TIME_INTERVAL_ERROR = Platform::OS::MilliSec<200>::value; +static const Platform::OS::TimeIntervalType SOUND_TIME_INTERVAL_CONFIRM_CODE = Platform::OS::MilliSec<1000>::value; + + +MaintenanceMode::MaintenanceMode() : + mSoundTimer( this ), + mCountdownTimer( this ), + mKeyPressedEvent( this ), + mKeyPressed( 0 ), + mAlarmState( ALARM_STATE_IDLE ), + mAlarmStateCounter( 0 ), + mKeyCodeState( KEY_CODE_STATE_IGNORE ), + mKeyCodeStateCount( 0 ), + mLampFlasher( LAMP_TIME_INTERVAL_MAX ) +{ +} + +void MaintenanceMode::enter() +{ + // this event is only relevant for the state ALARM_STATE_IDLE + if ( mAlarmState == ALARM_STATE_IDLE ) + { + mAlarmStateCounter = 0; + mAlarmState = ALARM_STATE_KEYCODE; + mCountdownTimer.start( ALARM_TIME_INTERVAL ); + + // let the lamp flash + mLampFlasher.setFlashInterval( LAMP_TIME_INTERVAL_MAX ); + mLampFlasher.startFlashing( true ); + + mKeyCodeState = KEY_CODE_STATE_INPUT; + mKeyCodeStateCount = 0; + + MaintenanceScreen::drawAlarmCodePromptMessage( 0 ); + } +} + +bool MaintenanceMode::leave() +{ + bool retval = false; + if ( mAlarmState == ALARM_STATE_ACCESS_GRANTED ) + { + mAlarmState = ALARM_STATE_IDLE; + // switch off the lamp + mLampFlasher.setOutput( false ); + + retval = true; + } + return retval; +} + +void MaintenanceMode::onCountdownTimerEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + // this event is only relevant for the state ALARM_STATE_KEYCODE + if ( t->mAlarmState == ALARM_STATE_KEYCODE ) + { + // the timer may fire three times + if ( 3 > t->mAlarmStateCounter ) + { + ++t->mAlarmStateCounter; + // restart the countdown timer + t->mCountdownTimer.start( ALARM_TIME_INTERVAL ); + + // accelerate the lamp flashing + t->mLampFlasher.setFlashInterval( t->mLampFlasher.getFlashInterval() - LAMP_TIME_INTERVAL_STEP ); + } + // when the timer fires for the fourth time, we enter the alarm state + else + { + t->mAlarmState = ALARM_STATE_ALARM; + // raise an alarm message + AlarmManager::raiseAlarm( AlarmManager::ALARM_BREAK_IN ); + + // let the lamp flash with the alarm flash interval + t->mLampFlasher.setFlashInterval( LAMP_TIME_INTERVAL_ALARM ); + } + } +} + + +void MaintenanceMode::onKeyPressedEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + // ignore the key, if we do not expect it to be pressed + if ( KEY_CODE_STATE_INPUT == t->mKeyCodeState ) + { + RB_LOG_DEBUG( "Key pressed: " << RB_LOG_CHAR( '0' + static_cast( t->mKeyPressed ) ) ); + // store the pressed key + t->mKeyCode[t->mKeyCodeStateCount] = t->mKeyPressed; + ++t->mKeyCodeStateCount; + + // if the code is complete, we need to check it + if ( t->mKeyCodeStateCount == sizeof( t->mKeyCode ) ) + { + if ( t->checkKeyCode() ) + { + RB_LOG_DEBUG( "Keycode valid" ); + MaintenanceScreen::drawMaintenanceModeMessage(); + + t->mAlarmState = ALARM_STATE_ACCESS_GRANTED; + // switch on the lamp permanently + t->mLampFlasher.setOutput( true ); + Platform::KeySound::setOutput( true ); + + t->mKeyCodeState = KEY_CODE_STATE_CONFIRM_CODE_BEEP; + t->mSoundTimer.start( SOUND_TIME_INTERVAL_CONFIRM_CODE ); + } + else + { + RB_LOG_DEBUG( "Keycode invalid" ); + MaintenanceScreen::drawAlarmCodePromptMessage( 0 ); + Platform::KeySound::setOutput( true ); + t->mKeyCodeState = KEY_CODE_STATE_ERROR_BEEP; + t->mKeyCodeStateCount = 0; + t->mSoundTimer.startPeriodic( SOUND_TIME_INTERVAL_ERROR ); + } + } + else + { + MaintenanceScreen::drawAlarmCodePromptMessage( t->mKeyCodeStateCount ); + t->mKeyCodeState = KEY_CODE_STATE_CONFIRM_KEY_BEEP; + t->mSoundTimer.start( SOUND_TIME_INTERVAL_CONFIRM_KEY ); + Platform::KeySound::setOutput( true ); + } + } +} + +void MaintenanceMode::onSoundTimerEvent( ThisType* t ) +{ + RB_LOG_DEBUG( "Sound timer event fired" ); + if ( KEY_CODE_STATE_ERROR_BEEP == t->mKeyCodeState ) + { + ++t->mKeyCodeStateCount; + Platform::KeySound::setOutput( 0 == ( t->mKeyCodeStateCount % 2 ) ); + if ( 5 == t->mKeyCodeStateCount ) + { + t->mSoundTimer.stop(); + t->mKeyCodeState = KEY_CODE_STATE_INPUT; + t->mKeyCodeStateCount = 0; + } + } + else if ( KEY_CODE_STATE_CONFIRM_KEY_BEEP == t->mKeyCodeState ) + { + Platform::KeySound::setOutput( false ); + t->mKeyCodeState = KEY_CODE_STATE_INPUT; + } + else if ( KEY_CODE_STATE_CONFIRM_CODE_BEEP == t->mKeyCodeState ) + { + Platform::KeySound::setOutput( false ); + t->mKeyCodeState = KEY_CODE_STATE_IGNORE; + } +} + +bool MaintenanceMode::checkKeyCode() const +{ + return 0 == memcmp( mKeyCode, "\001\002\003\004", sizeof( mKeyCode ) ); +} diff --git a/workshop-2/VendingMachine/src/Application/MaintenanceMode.h b/workshop-2/VendingMachine/src/Application/MaintenanceMode.h new file mode 100644 index 0000000..f839e65 --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/MaintenanceMode.h @@ -0,0 +1,114 @@ +#ifndef MAINTENANCE_MODE_H_ +#define MAINTENANCE_MODE_H_ + +#include "Platform.h" + +#include +#include + +/** + * This class handles the alarm mechanism when entering the maintenance mode. + * Upon entering the maintenance mode, the service personnel has a certain time period to identify + * itself by inserting the right code via the keypad. Each key event is acknowledged via a short + * acoustic beep. The inserted code is checked after 4 digits have been entered. In case + * the correct code was inserted, a long beep, in case of a wrong code, three short + * beeps are issued. While the time period elapses, the "Alarm" LED flashes (the flashing accelerates + * every few seconds). When the correct code is inserted, the LED is continuously switched on. + * If the time expires without the right code being inserted, an alarm is raised via the AlarmManager. + */ +class MaintenanceMode : public redBlocks::Core::NoCopyBase +{ + public: + /** + * Constructor + */ + MaintenanceMode(); + + /** + * Enters the maintenance mode (when the door is opened) + */ + void enter(); + + /** + * Tries to leave the maintenance mode (leaving the maintenance mode is only allowed, + * when the right code was entered) + */ + bool leave(); + + /** + * This method must be called, when a button was pressed. It can be + * called from interrupt context, as it only schedules an event and returns immediately. + * @param[in] key the digit (0..9) that was inserted + */ + void onKeyPressed( u8 key ) + { + mKeyPressed = key; + Platform::OS::scheduleEvent( mKeyPressedEvent ); + } + + private: + /** Convenience definition */ + typedef MaintenanceMode ThisType; + + enum AlarmState + { + ALARM_STATE_IDLE = 0, + ALARM_STATE_KEYCODE, + ALARM_STATE_ACCESS_GRANTED, + ALARM_STATE_ALARM + }; + + enum KeyCodeState + { + KEY_CODE_STATE_IGNORE = 0, + KEY_CODE_STATE_INPUT, + KEY_CODE_STATE_CONFIRM_KEY_BEEP, + KEY_CODE_STATE_CONFIRM_CODE_BEEP, + KEY_CODE_STATE_ERROR_BEEP + }; + + /** Checks whether the inserted key code is correct */ + bool checkKeyCode() const; + + /** This method is called from mSoundTimer */ + static void onSoundTimerEvent( ThisType* t ); + + /** This method is called from mCountdownTimer */ + static void onCountdownTimerEvent( ThisType* t, u8 callCnt ); + + /** This method is called, when a key pressed event has been generated */ + static void onKeyPressedEvent( ThisType* t, u8 callCnt ); + + /** timer that is used to give feedback, when a button was pressed */ + Platform::OS::TIsrTimer mSoundTimer; + + /** timer that is used for the countdown after the door was opened */ + Platform::OS::TEventTimer mCountdownTimer; + + /** event that is scheduled, when a button was pressed */ + Platform::OS::TEvent mKeyPressedEvent; + + /** the key that has been pressed */ + u8 mKeyPressed; + + /** the current alarm state */ + AlarmState mAlarmState; + + /** the counter used in certain alarm states */ + u8 mAlarmStateCounter; + + /** the current keycode state */ + KeyCodeState mKeyCodeState; + + /** the counter used in certain keycode states */ + u8 mKeyCodeStateCount; + + /** the keycode that has been input */ + u8 mKeyCode[4]; + + /** the helper class that is used to let the lamp flash */ + redBlocks::HAL::TDigitalOutputFlasher mLampFlasher; + +}; + +#endif diff --git a/workshop-2/VendingMachine/src/Application/ProductSlot.cpp b/workshop-2/VendingMachine/src/Application/ProductSlot.cpp new file mode 100644 index 0000000..42d5703 --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/ProductSlot.cpp @@ -0,0 +1 @@ +#include "ProductSlot.h" diff --git a/workshop-2/VendingMachine/src/Application/ProductSlot.h b/workshop-2/VendingMachine/src/Application/ProductSlot.h new file mode 100644 index 0000000..d7fcead --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/ProductSlot.h @@ -0,0 +1,115 @@ +#ifndef PRODUCT_SLOT_H_ +#define PRODUCT_SLOT_H_ + +#include +#include +#include + +/** + * This class represents a single product slot, maintaining the price, the max number of + * items in the slot, the actual number of items in the slot and the slot's state. + */ +class ProductSlot : public redBlocks::Core::NoCopyBase +{ + public: + /** + * Constructor + */ + ProductSlot() : mIsActive( false ) + { + } + + /** + * Configures a slot with the given values. + * @param numItems the number of total items that fit in the slot + * @param pricePerItem the price for the item + */ + void configure( u8 numItems, u16 pricePerItem ) + { + mNumItems = numItems; + mPricePerItem = pricePerItem; + } + + /** + * Activates / deactivates the slot. Activating it, sets the number of + * items to the maximum number of items, i. e. this method must be called, + * when the slot is refilled. + * @param isActive true, if the slot is to be activated + */ + void setActive( bool isActive ) + { + mIsActive = isActive; + if ( isActive ) + { + mItemCount = mNumItems; + } + } + + /** + * This method must be called, if an item has been sold and is successfully released. + * @return the number of items left + */ + u8 itemSold() + { + u8 retval = 0; + if ( mIsActive ) + { + if ( 0 < mItemCount ) + { + --mItemCount; + } + retval = mItemCount; + } + return retval; + } + + /** + * Returns the price of the item + * @return price per item in cent + */ + u16 getPricePerItem() const + { + return mPricePerItem; + } + + /** + * Returns true, if the specified money entitles the customer to release the item + * (if the slot is empty or not active, this method returns false). + * @param money the money amount per 10 cent, i. e. value 15 means 150 cent + * @return true, if the item can be released + */ + bool canRelease( u8 money ) const + { + return ( mItemCount > 0 ) && ( money >= mPricePerItem ) && mIsActive; + } + + /** + * Returns true, if the slot is active + * @return true, if the slot is active + */ + bool getIsActive() const + { + return mIsActive; + } + + /** + * Returns the number of items left in the slot + * @return the number of items left in the slot + */ + u8 getItemCount() const + { + return mItemCount; + } + + private: + /** the number of total items that fit in the slot */ + u8 mNumItems; + /** the number of items available in the slot */ + u8 mItemCount; + /** the price per item in cent */ + u16 mPricePerItem; + /** true, if the slot is active */ + bool mIsActive; +}; + +#endif // PRODUCT_SLOT_H_ diff --git a/workshop-2/VendingMachine/src/Application/TTemperatureController.h b/workshop-2/VendingMachine/src/Application/TTemperatureController.h new file mode 100644 index 0000000..d132eed --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/TTemperatureController.h @@ -0,0 +1,87 @@ +#ifndef T_TEMPERATURE_CONTROLLER_H_ +#define T_TEMPERATURE_CONTROLLER_H_ + +#include "AlarmManager.h" + +/** + * This class works on an instance of T_TEMPERATURE_SENSOR and switches the + * cooling actor on, if the temperature rises above the specified level plus + * a hysteresis value. When it falls below the specified level minus the + * hysteresis level, it switches the cooling actor off. + * @tparam T_TEMPERATURE_SENSOR class that is used to retrieve the current + * temperature + * @tparam T_DIGITAL_OUTPUT the digital output driver that controls the + * cooling actor + */ +template +class TTemperatureController +{ + public: + /** + * Constructor + * @param[in] temperature the desired temperature + * @param[in] hysteresis the hysteresis to use when switching the + * cooling actor on and off + * @param[in] alarmTemperature if the temperature rises above this value, + * an alarm is issued via AlarmManager + */ + TTemperatureController( s32 temperature, u32 hysteresis, s32 alarmTemperature ) : + mTemperatureOn( temperature + static_cast( hysteresis ) ), + mTemperatureOff( temperature - static_cast( hysteresis ) ), + mTemperatureAlarm( alarmTemperature ), + mIsCoolingOn( false ), + mIsOverheat( false ) + { + } + + /** + * This method must be called regularly (in the frequency, the + * temperature shall be controlled). It starts the temperature + * sampling. + */ + void runOnce() + { + mTemperatureSensor.sampleTemperature(); + } + + /** + * This method must be called, when the sampling is done. + */ + void onTemperatureAvailable() + { + s32 temp = mTemperatureSensor.getLastSampledTemperature(); + if ( mIsCoolingOn ) + { + if ( temp < mTemperatureOff ) + { + mIsCoolingOn = false; + mIsOverheat = false; + T_DIGITAL_OUTPUT::setOutput( false ); + } + } + else + { + if ( temp > mTemperatureOn ) + { + mIsCoolingOn = true; + T_DIGITAL_OUTPUT::setOutput( true ); + } + } + if ( ( temp > mTemperatureAlarm ) && ( !mIsOverheat ) ) + { + mIsOverheat = true; + AlarmManager::raiseAlarm( AlarmManager::ALARM_OVERHEAT ); + } + } + + private: + T_TEMPERATURE_SENSOR mTemperatureSensor; + s32 mTemperatureOn; + s32 mTemperatureOff; + s32 mTemperatureAlarm; + bool mIsCoolingOn; + bool mIsOverheat; +}; + + +#endif // T_TEMPERATURE_CONTROLLER_H_ diff --git a/workshop-2/VendingMachine/src/Application/VendingMode.cpp b/workshop-2/VendingMachine/src/Application/VendingMode.cpp new file mode 100644 index 0000000..6d7aa3c --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/VendingMode.cpp @@ -0,0 +1,235 @@ +#include "VendingMode.h" +#include "AlarmManager.h" +#include + +extern "C" void getChange( u16 moneyInBox, u16 itemPrice ); + +VendingMode::VendingMode() : + onFillupBtnPressed( &mInner ), + onReleaseMoneyBtnPressed( &mInner ) +{ +} + +void VendingMode::enter() +{ + mInner.mCashBox.setActivationState( true ); + mInner.mVendingState = Inner::STATE_WAITING; + VendingScreen::drawPrompt(); +} + +void VendingMode::leaveImmediate() +{ + mInner.mCashBox.setActivationState( false ); + if ( mInner.mVendingState == Inner::STATE_PRODUCT_SELECTED ) + { + mInner.mSlotActors[mInner.mSelectedProduct].switchLamp( false ); + } + + mInner.mTimer.stop(); + mInner.mVendingState = Inner::STATE_INACTIVE; + for ( u8 i = 0; i < NUM_SLOTS; ++i ) + { + mInner.mSlotActors[i].switchLamp( false ); + mInner.mSlotActors[i].switchFlap( false ); + } + Platform::DispenseBayLamp::setOutput( false ); + Platform::DisplayBacklight::setOutput( true ); +} + + +VendingMode::Inner::Inner() : + mTimer( this ), + mProductButtonPressedEvent( this ) +{ + mVendingState = STATE_INACTIVE; + mProductSlots[0].configure( 10, 240 ); + mProductSlots[1].configure( 10, 220 ); + mProductSlots[2].configure( 10, 180 ); + mProductSlots[3].configure( 10, 200 ); + + mSlotActors[0].switchLamp = Platform::Product1Lamp::setOutput; + mSlotActors[1].switchLamp = Platform::Product2Lamp::setOutput; + mSlotActors[2].switchLamp = Platform::Product3Lamp::setOutput; + mSlotActors[3].switchLamp = Platform::Product4Lamp::setOutput; + + mSlotActors[0].switchFlap = Platform::Product1ReleaseGear::setOutput; + mSlotActors[1].switchFlap = Platform::Product2ReleaseGear::setOutput; + mSlotActors[2].switchFlap = Platform::Product3ReleaseGear::setOutput; + mSlotActors[3].switchFlap = Platform::Product4ReleaseGear::setOutput; + + for ( u8 i = 0; i < NUM_SLOTS; ++i ) + { + mProductSlots[i].setActive( true ); + } + + mCashBox.setActivationState( false ); + + Platform::CoinDetectorDriver::getInstanceRef().setCallback( *this ); +} + +void VendingMode::Inner::onCoinsInserted( u16 money ) +{ + mCashBox.onMoneyInserted( money ); + + bool isProductValid = + mVendingState == STATE_PRODUCT_SELECTED && + mProductSlots[mSelectedProduct].getIsActive() && + ( 0 < mProductSlots[mSelectedProduct].getItemCount() ); + + if ( isProductValid || ( mVendingState == STATE_WAITING ) ) + { + u16 price = 0; + if ( mVendingState == STATE_PRODUCT_SELECTED ) + { + price = mProductSlots[mSelectedProduct].getPricePerItem(); + } + + if ( isProductValid && ( mProductSlots[mSelectedProduct].getPricePerItem() <= mCashBox.getMoneyInIntermediateCash() ) ) + { + getChange(mCashBox.getMoneyInIntermediateCash(), mProductSlots[mSelectedProduct].getPricePerItem()); + startReleaseWorkflow(); + } + else + { + VendingScreen::drawPriceInfo( price, mCashBox.getMoneyInIntermediateCash() ); + } + } +} + +void VendingMode::Inner::onFillupButtonPressedEvent( ThisType* t, u8 callCnt ) +{ + for ( u8 i = 0; i < NUM_SLOTS; ++i ) + { + t->mProductSlots[i].setActive( true ); + } +} + +void VendingMode::Inner::onProductButtonPressedEvent( ThisType* t, u8 callCnt ) +{ + if ( ( t->mVendingState == STATE_WAITING ) || ( t->mVendingState == STATE_PRODUCT_SELECTED ) ) + { + for ( u8 i = 0; i < NUM_SLOTS; ++i ) + { + t->mSlotActors[i].switchLamp( false ); + } + + t->mVendingState = STATE_PRODUCT_SELECTED; + t->mSlotActors[t->mSelectedProduct].switchLamp( true ); + if ( ( !t->mProductSlots[t->mSelectedProduct].getIsActive() ) || ( 0 == t->mProductSlots[t->mSelectedProduct].getItemCount() ) ) + { + VendingScreen::drawProductNotAvailableMessage(); + } + else + { + if ( t->mProductSlots[t->mSelectedProduct].getPricePerItem() <= t->mCashBox.getMoneyInIntermediateCash() ) + { + getChange(t->mCashBox.getMoneyInIntermediateCash(), t->mProductSlots[t->mSelectedProduct].getPricePerItem()); + t->startReleaseWorkflow(); + } + else + { + VendingScreen::drawPriceInfo( t->mProductSlots[t->mSelectedProduct].getPricePerItem(), t->mCashBox.getMoneyInIntermediateCash() ); + } + } + } +} + +void VendingMode::Inner::onReleaseMoneyButtonPressedEvent( ThisType* t, u8 callCnt ) +{ + if ( ( t->mVendingState == STATE_WAITING ) || ( t->mVendingState == STATE_PRODUCT_SELECTED ) ) + { + if ( t->mVendingState == STATE_PRODUCT_SELECTED ) + { + t->mSlotActors[t->mSelectedProduct].switchLamp( false ); + } + t->mCashBox.releaseMoney(); + VendingScreen::drawReturningMoneyMessage(); + t->mVendingState = STATE_RETURN_MONEY; + t->mTimer.start( Platform::OS::Sec<3>::value ); + } +} + +void VendingMode::Inner::onTimerEvent( ThisType* t, u8 callCnt ) +{ + redBlocks::unused( callCnt ); + switch ( t->mVendingState ) + { + case STATE_FLAP_OPEN: + t->mSlotActors[t->mSelectedProduct].switchFlap( false ); + if ( 2 == t->mReleaseLightBarrierEventCnt ) + { + t->mCashBox.boxMoney(); + ( void )t->mProductSlots[t->mSelectedProduct].itemSold(); + t->mVendingState = STATE_LAMP_ON; + t->mReleaseStateCounter = 0; + VendingScreen::drawTakeProductMessage(); + t->mTimer.start( Platform::OS::Sec<1>::value ); + } + else + { + ++t->mReleaseStateCounter; + if ( t->mReleaseStateCounter > 3 ) + { + VendingScreen::drawProductErrorMessage(); + t->mCashBox.releaseMoney(); + t->mProductSlots[t->mSelectedProduct].setActive( false ); + AlarmManager::raiseAlarm( AlarmManager::ALARM_SLOT_BLOCKED ); + t->mVendingState = STATE_RETURN_MONEY; + t->mTimer.start( Platform::OS::Sec<3>::value ); + } + else + { + t->mVendingState = STATE_FLAP_RETRY; + t->mTimer.start( Platform::OS::MilliSec<500>::value ); + } + } + break; + + case STATE_FLAP_RETRY: + t->mSlotActors[t->mSelectedProduct].switchFlap( true ); + t->mVendingState = STATE_FLAP_OPEN; + t->mTimer.start( Platform::OS::Sec<1>::value ); + break; + + case STATE_LAMP_ON: + Platform::DispenseBayLamp::setOutput( false ); + Platform::DisplayBacklight::setOutput( true ); + t->mVendingState = STATE_LAMP_OFF; + t->mTimer.start( Platform::OS::MilliSec<500>::value ); + break; + + case STATE_LAMP_OFF: + ++t->mReleaseStateCounter; + if ( t->mReleaseStateCounter > 5 ) + { + t->mVendingState = STATE_WAITING; + VendingScreen::drawPrompt(); + } + else + { + Platform::DispenseBayLamp::setOutput( true ); + Platform::DisplayBacklight::setOutput( false ); + t->mVendingState = STATE_LAMP_ON; + t->mTimer.start( Platform::OS::MilliSec<500>::value ); + } + break; + case STATE_RETURN_MONEY: + t->mVendingState = STATE_WAITING; + VendingScreen::drawPrompt(); + case STATE_WAITING: + default: + // do nothing + break; + } +} + +void VendingMode::Inner::startReleaseWorkflow() +{ + mSlotActors[mSelectedProduct].switchLamp( false ); + VendingScreen::drawReleaseMessage(); + mReleaseLightBarrierEventCnt = 0; + mVendingState = STATE_FLAP_OPEN; + mReleaseStateCounter = 0; + mSlotActors[mSelectedProduct].switchFlap( true ); + mTimer.start( Platform::OS::Sec<1>::value ); +} diff --git a/workshop-2/VendingMachine/src/Application/VendingMode.h b/workshop-2/VendingMachine/src/Application/VendingMode.h new file mode 100644 index 0000000..cd8ee22 --- /dev/null +++ b/workshop-2/VendingMachine/src/Application/VendingMode.h @@ -0,0 +1,166 @@ +#ifndef VENDING_MODE_H_ +#define VENDING_MODE_H_ + +#include "CashBox.h" +#include "ProductSlot.h" +#include + +#include +#include +#include + +/** + * This class controls all product slots and the associated buttons + */ +class VendingMode: public redBlocks::Core::NoCopyBase +{ + public: + /** the number of slots this product controller supports */ + static const u8 NUM_SLOTS = 4; + + private: + /** + * This class implements the logic of class ProductController. The callback interface + * CashBox::IMoneyChangedCallback is implemented by this inner class, in order to keep + * the interface of the outer class clean. + */ + class Inner : public Platform::CoinDetectorDriver::ICoinsInsertedCallback + { + public: + /** More convenient definition of the own type. */ + typedef Inner ThisType; + /** + * The states during the vending workflow + */ + enum State + { + STATE_INACTIVE = 0, + STATE_WAITING, + STATE_PRODUCT_SELECTED, + STATE_FLAP_OPEN, + STATE_FLAP_RETRY, + STATE_LAMP_ON, + STATE_LAMP_OFF, + STATE_RETURN_MONEY + }; + + /** + * Constructor + */ + Inner(); + + /** + * This method is called by Platform::CoinDetectorDiriver when coins were inserted. + * @see ICoinsInsertedCallback + */ + virtual void onCoinsInserted( u16 money ); + + /** + * Starts the workflow to release the currently selected product + */ + void startReleaseWorkflow(); + + /** + * Structure that holds pointers to the methods that allow to switch the lamp + * and product release flap that correspond to a product slot + */ + struct SlotActors + { + void ( *switchLamp )( bool on ); + void ( *switchFlap )( bool open ); + }; + + /** + * This event handler method is associated with mTimer. + */ + static void onTimerEvent( ThisType*, u8 callCnt ); + + /** + * This event handler method is associated with mFillupButtonPressedEvent + */ + static void onFillupButtonPressedEvent( ThisType* t, u8 callCnt ); + + /** + * This event handler method is associated with mProductButtonPressedEvent + */ + static void onProductButtonPressedEvent( ThisType* t, u8 callCnt ); + + /** + * This event handler method is associated with mReleaseMoneyButtonPressedEvent + */ + static void onReleaseMoneyButtonPressedEvent( ThisType* t, u8 callCnt ); + + + /** used to invoke the method onTimerEvent after certain time periods */ + Platform::OS::TEventTimer mTimer; + /** event that is scheduled, when a product button is pressed */ + Platform::OS::TEvent mProductButtonPressedEvent; + /** the instances representing a product slot */ + ProductSlot mProductSlots[NUM_SLOTS]; + /** array of function pointers via which the slot actors can be controlled */ + SlotActors mSlotActors[NUM_SLOTS]; + /** the cash box instance associated with this product controller */ + CashBox mCashBox; + /** the currently selected product */ + u8 mSelectedProduct; + /** the state the released item is in */ + State mVendingState; + /** the counter that is used within a state */ + u8 mReleaseStateCounter; + /** will be incremented, when the light barrier level changes during the release workflow */ + u8 mReleaseLightBarrierEventCnt; + }; + + Inner mInner; + + public: + /** + * Constructor + */ + VendingMode(); + + /** + * Called when the vending mode is entered. + */ + void enter(); + + /** + * Called when the vending mode needs to be terminated (e. g. because + * the door was opened. It opens the cash box and does no longer react on + * button events. + */ + void leaveImmediate(); + + /** + * Called, when a product release button is pressed. It can be called from ISR + * context, as it does not perform any lenghty operations. + * @param btnIndex index of the button that was pressed + */ + void onProductBtnPressed( u8 btnIndex ) + { + mInner.mSelectedProduct = btnIndex; + Platform::OS::scheduleEvent( mInner.mProductButtonPressedEvent ); + } + + /** + * Called when the light barrier input level changes. + */ + void onLightBarrierEvent() + { + ++mInner.mReleaseLightBarrierEventCnt; + } + + /** + * Functor that must be called, when the fillup buttion is pressed. It can be + * called from ISR context, as it only schedules an event and returns immediately. + */ + Platform::OS::TEventFunc onFillupBtnPressed; + + /** + * Functor that must be called, when the release money button was pressed. It can + * be called from ISR context, as it only schedules an event and returns immediately. + */ + Platform::OS::TEventFunc onReleaseMoneyBtnPressed; +}; + +#endif // VENDING_MODE_H_ diff --git a/workshop-2/VendingMachine/src/Drivers/TCoinDetectorDriver.h b/workshop-2/VendingMachine/src/Drivers/TCoinDetectorDriver.h new file mode 100644 index 0000000..210a145 --- /dev/null +++ b/workshop-2/VendingMachine/src/Drivers/TCoinDetectorDriver.h @@ -0,0 +1,123 @@ +#ifndef T_COIN_DETECTOR_DRIVER_H_ +#define T_COIN_DETECTOR_DRIVER_H_ + +#include +#include + +/** + * High level driver whose method @ref onCoinDetectorEvent() must be called from + * the receive ISR routine, when a byte is received from the communication interface + * via which the coin detector is connected + * @tparam T_COM_INTERFACE the communication interface class via which the coin detector + * messages are received + * @tparam T_EVENT_SCHEDULER the class that provides the methods to schedule + * mainloop events + */ +template +class TCoinDetectorDriver : public redBlocks::Core::TGlobalPtrBase > +{ + private: + /** More convenient definition of the own type. */ + typedef TCoinDetectorDriver ThisType; + + public: + /** + * An instance implementing this class must be associated with this driver instance + * and gets called, when one or more coins were inserted. + */ + class ICoinsInsertedCallback : public redBlocks::Core::IBase + { + public: + virtual void onCoinsInserted( u16 money ) = 0; + }; + + + /** + * Constructor + */ + TCoinDetectorDriver() : + mMoneyChangedEvent( this ), + mCallback( NULL ), + mMoney( 0 ) + { + T_COM_INTERFACE::enableRecvDataCallback(); + } + + /** + * Associates the callback with this driver. + * @param callback reference to the ICoinsInsertedCallback that is invoked from a + * synchronous event, after one ore more coins have been inserted + */ + void setCallback( ICoinsInsertedCallback& callback ) + { + mCallback = &callback; + } + + /** + * This method must be called from the ISR callback, when a data byte is received + * from the coin detector. + */ + void onCoinDetectorEvent() + { + u16 amount = 0; + u8 coin; + // prevent another interrupt to interfere with this call + T_COM_INTERFACE::disableRecvDataCallback(); + if ( 1 == T_COM_INTERFACE::getRecvData( &coin, 1 ) ) + { + switch( coin ) + { + case 0x30: + amount = 10; + break; + case 0x31: + amount = 20; + break; + case 0x32: + amount = 50; + break; + case 0x33: + amount = 100; + break; + case 0x34: + amount = 200; + break; + } + mMoney += amount; + } + T_COM_INTERFACE::enableRecvDataCallback(); + if ( amount != 0 ) + { + mMoneyChangedEvent.schedule(); + } + } + + private: + /** + * This method is associated with mMoneyChangedEvent in order to be called from the + * mainloop context after onCoinDetectorEvent() has been called from ISR context + */ + static void onMoneyChangedEvent( ThisType* t, u8 callCnt ) + { + T_COM_INTERFACE::disableRecvDataCallback(); + u16 money = t->mMoney; + t->mMoney = 0; + T_COM_INTERFACE::enableRecvDataCallback(); + + if ( NULL != t->mCallback ) + { + t->mCallback->onCoinsInserted( money ); + } + } + + /** event instance that is scheduled from the ISR routine onCoinDetectorEvent() */ + typename T_EVENT_SCHEDULER::template TEvent mMoneyChangedEvent; + + /** the callback that wants to be informed, when the money has changed */ + ICoinsInsertedCallback* mCallback; + + /** the current money amount in cent */ + u16 mMoney; +}; + +#endif // T_COIN_DETECTOR_DRIVER_H_ diff --git a/workshop-2/VendingMachine/src/Drivers/TGsmModemDriver.h b/workshop-2/VendingMachine/src/Drivers/TGsmModemDriver.h new file mode 100644 index 0000000..c0c76a6 --- /dev/null +++ b/workshop-2/VendingMachine/src/Drivers/TGsmModemDriver.h @@ -0,0 +1,53 @@ +#ifndef T_GSM_MODEM_DRIVER_H_ +#define T_GSM_MODEM_DRIVER_H_ + +#include +#include + +#include + +/** + * GSM modem driver that is capable of sending an SMS with AT commands. + * @tparam T_COM_INTERFACE the communication interface class via which to communicate + * with the modem + */ +template +class TGsmModemDriver : public redBlocks::HAL::TBufferedComInterfaceWriter +{ + public: + + typedef redBlocks::HAL::TBufferedComInterfaceWriter BaseType; + + /** + * Constructor + */ + TGsmModemDriver() : BaseType( 220 ) + { + } + + /** + * Sends an SMS to the given number and with the given text + * @param number the zero terminated phone number like this +499217877730 + * @param message the zero terminated message to be sent + * @attention No length check is done within this method. The message must + * not be larger than 160 characters, the number must not exceed 20 characters + */ + static void sendSms( const char* number, const char* message ) + { + const char data1[] = "AT+CMGF=1\n"; + const char data2[] = "AT+CMGS=\""; + const char data3[] = "\"\n"; + const char data4 = 26; + const char data5[] = "\n"; + BaseType::write( data1, strlen( data1 ) )&& + BaseType::write( data2, strlen( data2 ) )&& + BaseType::write( number, strlen( number ) )&& + BaseType::write( data3, strlen( data3 ) )&& + BaseType::write( message, strlen( message ) )&& + BaseType::write( &data4, 1 )&& + BaseType::write( data5, strlen( data5 ) ); + + } +}; + +#endif // T_GSM_MODEM_DRIVER_H_ diff --git a/workshop-2/VendingMachine/src/Drivers/TTemperatureSensor.h b/workshop-2/VendingMachine/src/Drivers/TTemperatureSensor.h new file mode 100644 index 0000000..6ed3dce --- /dev/null +++ b/workshop-2/VendingMachine/src/Drivers/TTemperatureSensor.h @@ -0,0 +1,57 @@ +#ifndef T_TEMPERATURE_SENSOR_H_ +#define T_TEMPERATURE_SENSOR_H_ + +#include + +/** + * This class works on an analog input, and maps the values from there to a + * temperature value in the range from -10 to +40 degrees centigrade. + */ +template +class TTemperatureSensor +{ + public: + /** Constructor */ + TTemperatureSensor(); + /** + * Returns the last sampled value in degrees * 1000, i. e. -5000 is returned for + * -5 degrees + * @return the last sampled value + */ + s32 getLastSampledTemperature() + { + // uses the interpolator to map the values according to the sensor curve + return mInterpolator.interpolate( T_ANALOG_INPUT::getValue() ); + } + + void sampleTemperature() + { + T_ANALOG_INPUT::sampleOnce(); + } + + private: + /** the interpolator type that is used */ + typedef redBlocks::HAL::TLinearInterpolator InterpolatorType; + /** the curve data */ + static const InterpolatorType::Point mSensorCurve[]; + /** the interpolator instance */ + InterpolatorType mInterpolator; +}; + +// compile time initialization of the sensor curve +template +const typename TTemperatureSensor::InterpolatorType::Point +TTemperatureSensor::mSensorCurve[3] = +{ + {0x00, -10000}, + {0x80, +10000}, + {0xFF, +40000} +}; + +template +TTemperatureSensor::TTemperatureSensor() + : mInterpolator( mSensorCurve, 3 ) +{ +} + +#endif // T_TEMPERATURE_SENSOR_H_ diff --git a/workshop-2/VendingMachine/src/Gui/Gui.h b/workshop-2/VendingMachine/src/Gui/Gui.h new file mode 100644 index 0000000..d0fdccb --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/Gui.h @@ -0,0 +1,33 @@ +#ifndef GUI_H_ +#define GUI_H_ + +#include +#include +#include +#include "GuiData/Arial20.h" +#include "GuiData/Images.h" + +typedef redBlocks::GUI::TGui Gui; + +struct GuiResources : public redBlocks::Core::TGlobalPtrBase +{ + GuiResources() : + fontArial20( GuiData::Arial20::data ), + bitmaskCoins( GuiData::Images::coins ) + {} + + Gui::Font fontArial20; + Gui::Bitmask bitmaskCoins; +}; + +struct GuiColorMap +{ + static const Gui::ColorValueType FOREGROUND = 1; + static const Gui::ColorValueType BACKGROUND = 0; +}; + + + + + +#endif // GUI_H_ diff --git a/workshop-2/VendingMachine/src/Gui/GuiData/Arial20.cpp b/workshop-2/VendingMachine/src/Gui/GuiData/Arial20.cpp new file mode 100644 index 0000000..f71a736 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/GuiData/Arial20.cpp @@ -0,0 +1,330 @@ + +/* + * This is a generated file, containing GUI data. Do not edit it manually! + */ +#include + +namespace GuiData +{ + namespace Arial20 + { + extern const u8 data[]; + const u8 data[] = + { + 0x20, 0x7a, 0x14, 0x00, 0x1a, 0x00, 0x32, 0x00, + 0x42, 0x00, 0x52, 0x00, 0x6f, 0x00, 0x89, 0x00, + 0xb2, 0x00, 0x00, 0x00, 0xd1, 0x00, 0xe1, 0x00, + 0xf4, 0x01, 0x07, 0x01, 0x24, 0x01, 0x32, 0x01, + 0x42, 0x01, 0x50, 0x01, 0x63, 0x01, 0x7d, 0x01, + 0x97, 0x01, 0xb1, 0x01, 0xcb, 0x01, 0xe5, 0x01, + 0xff, 0x02, 0x19, 0x02, 0x33, 0x02, 0x4d, 0x02, + 0x67, 0x02, 0x75, 0x02, 0x83, 0x02, 0xa0, 0x02, + 0xbd, 0x02, 0xda, 0x02, 0xf4, 0x03, 0x22, 0x03, + 0x44, 0x03, 0x63, 0x03, 0x85, 0x03, 0xa7, 0x03, + 0xc6, 0x03, 0xe3, 0x04, 0x07, 0x04, 0x29, 0x04, + 0x34, 0x04, 0x4c, 0x04, 0x6b, 0x04, 0x85, 0x04, + 0xac, 0x04, 0xce, 0x04, 0xf2, 0x05, 0x11, 0x05, + 0x35, 0x05, 0x57, 0x05, 0x76, 0x05, 0x95, 0x05, + 0xb7, 0x05, 0xd9, 0x06, 0x05, 0x06, 0x22, 0x06, + 0x41, 0x06, 0x5e, 0x06, 0x6c, 0x06, 0x7f, 0x00, + 0x00, 0x06, 0x8d, 0x00, 0x00, 0x06, 0xa7, 0x06, + 0xc1, 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b/workshop-2/VendingMachine/src/Gui/GuiData/Arial20.h @@ -0,0 +1,13 @@ + +/* + * This is a generated file, containing GUI data. Do not edit it manually! + */ +#include + +namespace GuiData +{ + namespace Arial20 + { + extern const u8 data[]; + } +} diff --git a/workshop-2/VendingMachine/src/Gui/GuiData/Images.cpp b/workshop-2/VendingMachine/src/Gui/GuiData/Images.cpp new file mode 100644 index 0000000..6c33112 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/GuiData/Images.cpp @@ -0,0 +1,32 @@ + +/* + * This is a generated file, containing GUI data. Do not edit it manually! + */ +#include + +namespace GuiData +{ + namespace Images + { + extern const u8 coins[]; + const u8 coins[] = + { + 33, 29, /* width and height */ + 0x00, 0x00, 0xfe, 0x00, 0x00, 0x00, 0xff, 0x07, + 0x00, 0x80, 0x07, 0x3c, 0x00, 0x80, 0x03, 0xe0, + 0x00, 0xa0, 0x03, 0x80, 0x03, 0xa0, 0x03, 0x1f, + 0x0e, 0x28, 0x03, 0x7f, 0x18, 0x68, 0x03, 0x87, + 0x60, 0xc8, 0x06, 0x03, 0xc0, 0xd8, 0x06, 0x06, + 0x00, 0xb3, 0x0d, 0x06, 0x00, 0xb6, 0x19, 0xfe, + 0x07, 0x6c, 0x33, 0x18, 0x00, 0x78, 0x66, 0xf8, + 0x0f, 0xf0, 0xcc, 0x60, 0x00, 0xe0, 0x99, 0x81, + 0x01, 0xc0, 0x33, 0x06, 0x03, 0xc0, 0x66, 0x0c, + 0x1c, 0x82, 0x8d, 0x31, 0xf0, 0x87, 0x19, 0xe3, + 0xc0, 0x87, 0x63, 0x8c, 0x03, 0x80, 0xc3, 0x38, + 0x0e, 0x80, 0x03, 0xe3, 0x78, 0xc0, 0x03, 0x8e, + 0xc3, 0xff, 0x01, 0x38, 0x1e, 0xfe, 0x00, 0xe0, + 0xf0, 0x63, 0x00, 0x80, 0x87, 0x3f, 0x00, 0x00, + 0xfc, 0x18, 0x00, 0x00, 0xe0, 0x0f, 0x00, 0x00 + }; + } +} diff --git a/workshop-2/VendingMachine/src/Gui/GuiData/Images.h b/workshop-2/VendingMachine/src/Gui/GuiData/Images.h new file mode 100644 index 0000000..b901a03 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/GuiData/Images.h @@ -0,0 +1,13 @@ + +/* + * This is a generated file, containing GUI data. Do not edit it manually! + */ +#include + +namespace GuiData +{ + namespace Images + { + extern const u8 coins[]; + } +} diff --git a/workshop-2/VendingMachine/src/Gui/GuiData/Images/coins.pbm b/workshop-2/VendingMachine/src/Gui/GuiData/Images/coins.pbm new file mode 100644 index 0000000..df8ead3 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/GuiData/Images/coins.pbm @@ -0,0 +1,17 @@ +P1 +# CREATOR: GIMP PNM Filter Version 1.1 +33 29 +0000000000000000011111110000000000000000000000001111111111100000000000 +0000000001111000000011110000000000000000011100000000000111000000000000 +0101110000000000000111000000000001011100000011111000011100000001010011 +0000001111111000011000000101101100000011100001000001100001001101100000 +1100000000000011000110110110000001100000000000001100110110110000011000 +0000000000011011011001100001111111111000000011011011001100000110000000 +0000000111100110011000011111111100000000111100110011000001100000000000 +0001111001100110000001100000000000001111001100011000001100000000000011 +0110011000110000001110000100000110110001100011000000111111100001100110 +0011000111000000111110000111000110001100011100000000000001110000110001 +1100011100000000000111000000110001110001111000000011110000000111000111 +0000111111111110000000000111000111100001111111000000000000011100001111 +1100011000000000000000011110000111111100000000000000000000111111000110 +00000000000000000000000111111100000000000000000 \ No newline at end of file diff --git a/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.cpp b/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.cpp new file mode 100644 index 0000000..0279fcd --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.cpp @@ -0,0 +1,41 @@ +#include +#include "MaintenanceScreen.h" +#include "Gui.h" + + +static void drawTwoLineMessage( const char* line1, const char* line2 ) +{ + Gui::clear( GuiColorMap::BACKGROUND ); + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( line1 ), Gui::CenterHorizontal(), Gui::BottomAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( line2 ), Gui::CenterHorizontal(), Gui::TopAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + Gui::update(); +} + + +void MaintenanceScreen::drawAlarmCodePromptMessage( u8 numDigits ) +{ + RB_FATAL_ASSERT( numDigits <= 4 ); + const char codeStr[] = "####"; + char code[sizeof( codeStr )]; + ::memcpy( code, codeStr, sizeof( codeStr ) ); + + Gui::CoordinateType width = GuiResources::getInstanceRef().fontArial20.text( code ).getWidth(); + Gui::CoordinateType x = 0; + if ( width < Gui::Display::getWidth() ) + { + x = ( Gui::Display::getWidth() - width ) / 2; + } + Gui::clear( GuiColorMap::BACKGROUND ); + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( "Enter code!" ), Gui::CenterHorizontal(), Gui::BottomAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + if ( 0 != numDigits ) + { + code[numDigits] = 0; + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( code ), Gui::LeftAlign( x ), Gui::TopAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + } + Gui::update(); +} + +void MaintenanceScreen::drawMaintenanceModeMessage() +{ + drawTwoLineMessage( "Maintenance", "Mode" ); +} diff --git a/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.h b/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.h new file mode 100644 index 0000000..7470e6e --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/MaintenanceScreen.h @@ -0,0 +1,17 @@ +#ifndef MAINTENANCE_SCREEN_H_ +#define MAINTENANCE_SCREEN_H_ + +#include + +/** + * This class paints maintenance messages to the screen. + */ +class MaintenanceScreen : public redBlocks::Core::NoInstanceBase +{ + public: + static void drawAlarmCodePromptMessage( u8 numDigits ); + static void drawMaintenanceModeMessage(); + static void drawFillupConfirmationMessage(); +}; + +#endif // MAINTENANCE_SCREEN_H_ diff --git a/workshop-2/VendingMachine/src/Gui/VendingScreen.cpp b/workshop-2/VendingMachine/src/Gui/VendingScreen.cpp new file mode 100644 index 0000000..c77c0b1 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/VendingScreen.cpp @@ -0,0 +1,115 @@ +#include + +#include "VendingScreen.h" +#include "Gui.h" + + +static void drawMoneyValue( Gui::Font& font, Gui::CoordinateType posX, Gui::CoordinateType posY, u16 value ) +{ + Gui::Font::Text komma = GuiResources::getInstanceRef().fontArial20.text( "," ); + + redBlocks::Core::AsciiConverter::Decimal::StringRepresentation value1Str( value / 100 ); + redBlocks::Core::AsciiConverter::Decimal::StringRepresentation value2Str( value % 100 ); + // fill with leading 0s and skip the first 0, as we only need 2 digits + value2Str.fill( '0' ); + Gui::Font::Text value1 = GuiResources::getInstanceRef().fontArial20.text( value1Str.getData() ); + Gui::Font::Text value2 = GuiResources::getInstanceRef().fontArial20.text( value2Str.getData() + 1 ); + + Gui::CoordinateType width = value1.getWidth() + komma.getWidth() + value2.getWidth(); + if ( posX > width ) + { + posX -= width; + } + else + { + posX = 0; + } + + Gui::paint( value1, Gui::LeftAlign( posX ), Gui::CenterVertical( posY ), GuiColorMap::FOREGROUND ); + posX += value1.getWidth(); + Gui::paint( komma, Gui::LeftAlign( posX ), Gui::CenterVertical( posY ), GuiColorMap::FOREGROUND ); + posX += komma.getWidth(); + Gui::paint( value2, Gui::LeftAlign( posX ), Gui::CenterVertical( posY ), GuiColorMap::FOREGROUND ); +} + +static void drawTwoLineMessage( const char* line1, const char* line2 ) +{ + Gui::clear( GuiColorMap::BACKGROUND ); + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( line1 ), Gui::CenterHorizontal(), Gui::BottomAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + Gui::paint( GuiResources::getInstanceRef().fontArial20.text( line2 ), Gui::CenterHorizontal(), Gui::TopAlign( Gui::Display::getHeight() / 2 ), GuiColorMap::FOREGROUND ); + Gui::update(); +} + + +void VendingScreen::drawPriceInfo( u16 price, u16 money ) +{ + const Gui::CoordinateType left = 15; + const Gui::CoordinateType right = Gui::Display::getWidth() - 15; + const Gui::CoordinateType firstLine = 5 + ( Gui::Display::getHeight() - 10 ) / 4; + const Gui::CoordinateType secondLine = 5 + ( ( Gui::Display::getHeight() - 10 ) / 4 ) * 3; + + Gui::clear( GuiColorMap::BACKGROUND ); + + if ( 0 == price ) + { + Gui::paint( + GuiResources::getInstanceRef().fontArial20.text( "Select product" ), + Gui::CenterHorizontal(), + Gui::CenterVertical( firstLine ), + GuiColorMap::FOREGROUND + ); + } + else + { + Gui::paint( + GuiResources::getInstanceRef().fontArial20.text( "Price:" ), + Gui::LeftAlign( left ), + Gui::CenterVertical( firstLine ), + GuiColorMap::FOREGROUND + ); + + drawMoneyValue( GuiResources::getInstanceRef().fontArial20, right, firstLine, price ); + } + + Gui::paint( + GuiResources::getInstanceRef().bitmaskCoins, + Gui::LeftAlign( left + 5 ), + Gui::CenterVertical( secondLine ), + GuiColorMap::FOREGROUND + ); + drawMoneyValue( GuiResources::getInstanceRef().fontArial20, right, secondLine, money ); + + + Gui::update(); +} + +void VendingScreen::drawProductNotAvailableMessage() +{ + drawTwoLineMessage( "Not available!", "Select other" ); +} + + +void VendingScreen::drawProductErrorMessage() +{ + drawTwoLineMessage( "Error!", "Coins returned" ); +} + +void VendingScreen::drawReturningMoneyMessage() +{ + drawTwoLineMessage( "Your money", "is returned" ); +} + +void VendingScreen::drawReleaseMessage() +{ + drawTwoLineMessage( "Your product", "is released!" ); +} + +void VendingScreen::drawTakeProductMessage() +{ + drawTwoLineMessage( "Remove your", "product!" ); +} + +void VendingScreen::drawPrompt() +{ + drawTwoLineMessage( "Select a", "product!" ); +} diff --git a/workshop-2/VendingMachine/src/Gui/VendingScreen.h b/workshop-2/VendingMachine/src/Gui/VendingScreen.h new file mode 100644 index 0000000..8b86844 --- /dev/null +++ b/workshop-2/VendingMachine/src/Gui/VendingScreen.h @@ -0,0 +1,21 @@ +#ifndef VENDING_SCREEN_H_ +#define VENDING_SCREEN_H_ + +#include + +/** + * This class paints price and payment information to the graphical display. + */ +class VendingScreen : public redBlocks::Core::NoInstanceBase +{ + public: + static void drawPriceInfo( u16 price, u16 money ); + static void drawProductNotAvailableMessage(); + static void drawProductErrorMessage(); + static void drawReturningMoneyMessage(); + static void drawReleaseMessage(); + static void drawTakeProductMessage(); + static void drawPrompt(); +}; + +#endif // VENDING_SCREEN_H_ diff --git a/workshop-2/VendingMachine/src/HeapManagerConfig.h b/workshop-2/VendingMachine/src/HeapManagerConfig.h new file mode 100644 index 0000000..84b149f --- /dev/null +++ b/workshop-2/VendingMachine/src/HeapManagerConfig.h @@ -0,0 +1 @@ +#include diff --git a/workshop-2/VendingMachine/src/Platform.h b/workshop-2/VendingMachine/src/Platform.h new file mode 100644 index 0000000..b91cf53 --- /dev/null +++ b/workshop-2/VendingMachine/src/Platform.h @@ -0,0 +1,44 @@ +#ifndef PLATFORM_H_ +#define PLATFORM_H_ + +#include "LowLevelPlatform.h" +#include +#include +#include +#include +#include + +/** + * This class enhances the low layer hardware abstraction with high level (and thus + * hardware independent) driver functionality. + */ +class Platform : public LowLevelPlatform +{ + public: + typedef redBlocks::OS::TMainLoopScheduler OS; + typedef redBlocks::HAL::TBufferedComInterfaceWriter BufferedLogComInterfaceWriter; + typedef redBlocks::Core::Log::TGlobalStandardLogger StandardLogger; + typedef TCoinDetectorDriver CoinDetectorDriver; + typedef TGsmModemDriver GsmModemDriver; + + static void initHighLevelDrivers() + { + new BufferedLogComInterfaceWriter( 400 ); + new StandardLogger(); + new CoinDetectorDriver(); + new GsmModemDriver(); + } +}; + +// callback routing from low level drivers to high level drivers +RB_CONNECT_ISR_CBK( Platform::SystemTickDriver, Platform::SystemTickDriver::CBK_ON_SYSTEM_TICK, Platform::OS::tick() ) +RB_CONNECT_ISR_CBK( Platform::LogComInterface, Platform::LogComInterface::CBK_ON_RECV_DATA, /** Empty */ ) +RB_CONNECT_ISR_CBK( Platform::LogComInterface, Platform::LogComInterface::CBK_ON_SEND_READY, Platform::BufferedLogComInterfaceWriter::onSendReadyCallback() ) +RB_CONNECT_ISR_CBK( Platform::CoinDetectorComInterface, Platform::CoinDetectorComInterface::CBK_ON_RECV_DATA, Platform::CoinDetectorDriver::getInstanceRef().onCoinDetectorEvent() ) +RB_CONNECT_ISR_CBK( Platform::CoinDetectorComInterface, Platform::CoinDetectorComInterface::CBK_ON_SEND_READY, /** Empty */ ) +RB_CONNECT_ISR_CBK( Platform::GsmModemComInterface, Platform::GsmModemComInterface::CBK_ON_RECV_DATA, /** Empty */ ) +RB_CONNECT_ISR_CBK( Platform::GsmModemComInterface, Platform::GsmModemComInterface::CBK_ON_SEND_READY, Platform::GsmModemDriver::onSendReadyCallback() ) +RB_CONNECT_ISR_CBK( Platform::ConfigurationComInterface, Platform::ConfigurationComInterface::CBK_ON_RECV_DATA, /** Empty */ ) +RB_CONNECT_ISR_CBK( Platform::ConfigurationComInterface, Platform::ConfigurationComInterface::CBK_ON_SEND_READY, /** Empty */ ) + +#endif // PLATFORM_H_ diff --git a/workshop-2/VendingMachine/src/PlatformCallbacks.h b/workshop-2/VendingMachine/src/PlatformCallbacks.h new file mode 100644 index 0000000..6961e25 --- /dev/null +++ b/workshop-2/VendingMachine/src/PlatformCallbacks.h @@ -0,0 +1,25 @@ +#ifndef PLATFORM_CALLBACKS_H_ +#define PLATFORM_CALLBACKS_H_ + +#include +#include + +extern "C" void onStartPressed( void ); + + +// callback routing from platform to application modules +RB_CONNECT_ISR_CBK( Platform::TemperatureSensor, Platform::TemperatureSensor::CBK_ON_SAMPLING_FINISHED, Application::getInstanceRef().getTemperatureController().onTemperatureAvailable() ) +RB_CONNECT_ISR_CBK( Platform::PowerSupervision, Platform::PowerSupervision::CBK_ON_INPUT_CHANGED, /** Empty */ ) +RB_CONNECT_ISR_CBK( Platform::FrontDoorProtection, Platform::FrontDoorProtection::CBK_ON_INPUT_CHANGED, Application::getGlobalState().onFrontDoorContactChange() ) +RB_CONNECT_ISR_CBK( Platform::ReturnMoneyButton, Platform::ReturnMoneyButton::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onReleaseMoneyBtnPressed() ) +RB_CONNECT_ISR_CBK( Platform::Product1Button, Platform::Product1Button::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onProductBtnPressed( 0 ) ) +RB_CONNECT_ISR_CBK( Platform::Product2Button, Platform::Product2Button::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onProductBtnPressed( 1 ) ) +RB_CONNECT_ISR_CBK( Platform::Product3Button, Platform::Product3Button::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onProductBtnPressed( 2 ) ) +RB_CONNECT_ISR_CBK( Platform::Product4Button, Platform::Product4Button::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onProductBtnPressed( 3 ) ) +RB_CONNECT_ISR_CBK( Platform::LightBarrier, Platform::LightBarrier::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onLightBarrierEvent() ) +RB_CONNECT_ISR_CBK( Platform::FilledUpButton, Platform::FilledUpButton::CBK_ON_INPUT_CHANGED, Application::getVendingMode().onFillupBtnPressed() ) +RB_CONNECT_ISR_CBK( Platform::Keypad, Platform::Keypad::CBK_ON_KEY_PRESSED, Application::getMaintenanceMode().onKeyPressed( Platform::Keypad::getKey() ) ) +RB_CONNECT_ISR_CBK( Platform::StartButton, Platform::StartButton::CBK_ON_INPUT_CHANGED, onStartPressed() ) + + +#endif // PLATFORM_CALLBACKS_H_ diff --git a/workshop-2/VendingMachine/src/rbConfig.h b/workshop-2/VendingMachine/src/rbConfig.h new file mode 100644 index 0000000..a3fdada --- /dev/null +++ b/workshop-2/VendingMachine/src/rbConfig.h @@ -0,0 +1,18 @@ +//RB_PROC:ALL:HEADER_DATA + +#ifndef RB_CONFIG_H_ +#define RB_CONFIG_H_ + +// switch logging on, if not otherwise specified via compiler switch +#ifndef RB_LOG_ON +#define RB_LOG_ON 1 +#endif + +// the output of logging locations is deactivated, because otherwise the resulting binary size exceed the +// maximum allowed linker size of 32kb in the uVision evaluation version +#define RB_LOG_LOCATION_ON 0 + +// add project specific configuration options before this include directive +#include + +#endif //RB_CONFIG_H_ diff --git a/workshop-2/VendingMachine/src/redBlocksLib.cpp b/workshop-2/VendingMachine/src/redBlocksLib.cpp new file mode 100644 index 0000000..8654491 --- /dev/null +++ b/workshop-2/VendingMachine/src/redBlocksLib.cpp @@ -0,0 +1,3 @@ +// this file includes all the target independent source files from the redBlocks library +#include +#include