Wstęp:
Na piątych zajęciach naszego cyklu stawiamy przed uczniami zadanie problemowe do rozwiązania. To półmetek naszego kursu, więc chcemy sprawdzić w praktyce zdobyte do tej pory wiedzę i umiejętności. Uczestnicy zajęć programują trasę prowadzącą robota przez ustawione na podłodze punkty kontrolne, kodują też zmienną punkty rosnącą wraz z każdą zaliczoną przeszkodą.
Przygotowanie zajęć:
Przygotuj kilka przeszkód. Punkty kontrolne mogą przybrać formę arkuszy sztywnego papieru sklejonych w stożek, małych pudełek lub dostępnych przedmiotów.
Przebieg zajęć:
- Zaczynamy od przypomnienia sobie, nad czym pracowaliśmy na kilku poprzednich zajęciach.
- Nauczyciel przedstawia uczniom czekające ich zadanie. Na podłodze ustawionych jest kilka przeszkód – każda grupa programująca robota musi stworzyć kod, który sprawi, że robot podjedzie do każdej przeszkody i otrzyma za to punkt. Po przejechaniu pełnej trasy, program poda nam liczbę zdobytych punktów.
- Przypominamy o tym, że w dokumentacji znajduje się dokładny opis wszystkich metod Photona wraz z przykładami ich zastosowania. Formułujemy też listę dobrych praktyk, dzięki którym nasza praca będzie łatwiejsza:
- Wszystkie zmienne, listy i funkcje definiujemy w górnej części kodu, to elementy stałe, które dobrze, żeby były obok siebie. Mamy pewność, że w trakcie zmieniania kodu poniżej, nie usuniemy lub nie zmienimy ważnego dla całości kodu parametru.
- Wiersze kończymy komentarzami zaczynającymi się od # omawiającymi elementy kodu. Dzięki temu innej osobie będzie łatwiej sprawdzić nasz kod, zrozumieć logikę, którą się kierujemy i odnaleźć ewentualne błędy.
- Kod dzielimy na opisane w komentarzach sekcje, oddzielamy definicje od właściwego programu. Poszczególne pętle, warunki inne niezależne części algorytmu możemy oddzielić pustymi wierszami, aby zapis był bardziej czytelny.
- Uczniowie samodzielnie programują kod spełniający przedstawione powyżej warunki i testują go.
- Odpowiadamy na trudności, na które napotkaliśmy. Próbujemy wspólnie dojść do rozwiązania.
- Trudność polega na tym, że zmienna w Pythonie działa inaczej niż w Scratchu. Nie zapisuje się trwale, tylko funkcjonuje w obrębie danego kodu (można ją przenieść do innego, ale jest to dosyć trudne).
- Potrzebujemy kodu, który powtarza sekwencję:
- dojazd do punktu
- pomiar odległości
- przyznanie punktu, jeśli robot jest odpowiednio blisko przeszkody.
- Nie możemy jednak użyć prostej pętli, bo w każdym powtórzeniu ruch będzie trochę inny. Tak moglibyśmy zrobić, gdyby przeszkody były rozmieszczone bardzo regularnie, np. na rogach kwadratu, albo innej foremnej figury.
- W tej sytuacji możemy zaprogramować pętle w oparciu o parametry z listy. Tworzymy listę kierunków, kątów i odległości. W pierwszym powtórzeniu pętli, robot obraca się w pierwszym podanym kierunku, o pierwszy podany kąt i jedzie o pierwszą podaną liczbę centymetrów. Listy muszą być jednakowej długości.
- W pętli for i in range w nawiasie (len(kat)) oznacza, że powtórzeń będzie tyle, ile wartości ma lista kat. W tym miejscu mogłaby być wpisana nazwa dowolnej z list, w przykładzie wybraliśmy tę, której nazwa jest najkrótsza.
- Kierunek obrotu ustalany jest przy pomocy pętli if else, którą możemy zastosować, bo do wyboru mamy tylko dwa kierunki. Program sprawdza, czy kierunek na liście to 'P' jeżeli tak, robot obróci się w prawo, w przeciwnym razie obróci się w lewo. To prostsze niż tworzyć drugą osobną pętle if, sprawdzającą, czy robot ma obrócić się w lewo.
- i to numer powtórzenia programu działającego w pętli, oznaczenie pochodzi od słowa iteracja. W połączeniu z nazwą listy i [] np. kierunek[i] oznacza, przy pierwszej iteracji pierwszą pozycję na liście kierunek, przy drugiej iteracji drugą pozycję na liście kierunek itd.
- Warty omówienia jest też symbol == który w wielu językach programowania pełni inną funkcję niż =. Podwójny znak równości nie ustanawia wartości, tylko opisuje ją w znaczeniu matematycznym. Dlatego używamy go w równaniach.
- Zaliczenie zadania odbywa się przy pomocy znanej nam pętli if. Zdobywamy punkt, jeśli w momencie pomiaru odległość jest mniejsza lub równa 20 cm. Wtedy zmienna punkty zwiększa się. Używamy do tego wyrażenia punkty = punkty + 1. Matematycznie to wyrażenie jest błędne, ale w programowaniu stosujemy je często. Znak równości nadaje nową wartość, a nie opisuje już istniejącą.
- Testujemy przygotowany wspólnie program i podsumowujemy zajęcia. Szczególnie podsumowujemy wprowadzone nowe elementy i doceniamy wszystkich, którzy samodzielnie wymyślili rozwiązania dla zadanego problemu.
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)
Przykład skonstruowania kodu do wykonania zadania
Współautorem scenariusza jest Michał Nowak.