Wstęp:
Podczas tego warsztatu wykorzystamy możliwości połączenia więcej niż jednego robota i skorzystamy z danych odczytywanych przez czujnik odległości. Przemienimy robota w radar, a także połączymy dwa roboty w niezwykły system przeciwwłamaniowy. Będą to dwa niepowiązane ze sobą programy, ale ilustrujące w ciekawy sposób różne możliwości wykorzystania czujnika.
Przebieg zajęć:
1. Wysyłanie fal - wprowadzenie do czujnika odległości
- Zajęcia zaczynamy od pokazania uczniom zdjęcia nietoperza i łodzi podwodnej. Co je ze sobą łączy? Dopytujemy uczniów, czy wiedzą, jak działa echolokacja. Rozmawiamy o jej podobieństwie do sonaru. Czy radar zawsze korzysta z wysyłania fal dźwiękowych?
- Prezentujemy czujnik odległości robota Photon i zapowiadamy, że dzisiaj będziemy się nim zajmować, przygotowując dwa różne programy.
2. Programujemy radar
- Jako pierwszy przygotujemy program definiujący funkcję radar. Skorzystamy ze znanej nam już pętli powtórzenia omówionej w scenariuszu #3.
- W tym programie robot kilkukrotnie obróci się i odczyta odległość od przeszkody. Łącznie robot Photon wykona pełny obrót (czyli o 360 stopni). Dla lepszego zobrazowania działania programu zerknijmy na zdjęcie:
![Ślad węglowy2 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)
- Robot stoi w pomieszczeniu otoczony różnymi przeszkodami. Po uruchomieniu programu robot 6 razy obróci się i zmierzy odległość dzielącą go od nich. Mając listę 6 odległości, moglibyśmy, nie oglądając pomieszczenia, domyślić się, jakie jest rozmieszczenie ścian i innych przeszkód. Im więcej małych kroków wykona robot, obracając się, tym pomiar będzie dokładniejszy i będziemy mogli na jego podstawie wykryć np. wystającą po lewej stronie szafkę.
- Po wykonaniu "skanu" otoczenia, chcemy otrzymać listę liczb opisujących odległość od przeszkody w każdym z kolejnych kierunków. Dlatego zaczynamy od określenia parametru, którym jest dystans. W tym wypadku chcemy, aby dystans nie był wyrażony w formie jednej odległości tylko kilku, dlatego tworzymy listę.
dystans = [ ] oznacza, że dystans będzie listą różnych wartości.
- append to metoda oznaczająca, że do listy dystans ma zostać dodana nowa wartość. Jaka? Pochodząca z czujnika odległości.
Dlatego zapisujemy ten wiersz jako nazwa_listy.append(skąd_wziąć_wartość). Odległość odczytamy dzięki metodzie get_distance_from_obstacle(), która szczegółowo opisana jest w dokumentacji->metody->sensory.
- Metoda print jest jedną z najprostszych w Pythonie. Oznacza wyświetlenie czegoś. W tym wypadku parametrów z listy dystans.
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Przykład skonstruowania kodu do wykonania zadania
- Testujemy zdefiniowaną funkcję, możemy dokonać więcej pomiarów, przesuwając przedmioty w pobliżu robota i zobaczyć, jak zmieniają się wyniki.
3. Programujemy system przeciwwłamaniowy
Drugi program łączy ze sobą dwa lub więcej robotów. Wykorzystujemy w nim dwie nowe pętle, tworząc prosty system przeciwwłamaniowy.
- Wyobraźmy sobie, że jeden robot jest strażnikiem, stojącym przy wejściu do domu. Kiedy ktoś wejdzie i wykryje go czujnik odległości, robot w sypialni na piętrze zaalarmuje nas.
- Musimy zacząć od rozróżnienia dwóch robotów. Definiujemy je jako robot1 i robot2.
- robotem1 jest ten obiekt klasy Photon, który na liście podłączonych do Magic Bridge robotów jest podłączony jako robot 0. Warto to tu zaznaczyć, bo w Pythonie można się tym zaskoczyć - wszystkie odliczania rozpoczynane są od 0. Dlatego jeśli do Magic Bridge podłączone są dwa roboty, pierwszy z nich ma numer 0, a drugi 1. To tak jak w bloku mieszkalnym, w którym piętra liczymy od parteru.
- Wprowadzamy podobnie jak w radarze dystans. Tym razem jako jedną wartość (a nie listę) – aktualną odległość z czujnika robota1. Ponieważ odległość dzieląca robota od przeszkody będzie się zmieniać, dystans jest zmienną, czyli parametrem, który zawsze opisuje to samo, choć przybiera różne wartości.
W radarze metody odczytującej odległość użyliśmy w formie photon.get_distance_from_obstacle(). Tym razem w programie obecne są dwa roboty i musimy precyzyjnie określić, z którego chcemy skorzystać. Zamiast Photon.get... zapiszemy robot1.get...
Cały wiersz przyjmie formę dystans = robot1.get_distance_from_obstacle()
- Dotychczas wykorzystywana pętla odpowiadała bloczkowi „powtórz n razy” ze Scratcha. Teraz chcemy, aby warunek sprawdzany był ciągle, więc potrzebujemy pętli „zawsze”. Tak działa while True. Samo while powtarza kod w pętli tak długo, jak spełniony jest dany warunek (powtarzaj aż). Dopisany warunek True jest zawsze prawdziwy. Zawartość pętli zapisujemy od wcięcia.
- if to nic innego, jak znana ze Scratcha pętla „jeżeli”. Jeżeli dystans (robota1) będzie mniejszy niż 50 cm, robot2 uruchomi alarm.
- Lista podstawowych metod, w tym dostępnych kolorów i dźwięków dostępna jest w dokumentacji.
Przykład skonstruowania kodu do wykonania zadania
- Testujemy przygotowany kod. Możemy zastanowić się, co jeszcze może zrobić robot2, aby skutecznie ostrzec domowników o obecności intruza.
4. Podsumowanie
- Podsumowujemy zajęcia i zwracamy uwagę na wszystkie nowe elementy. Pętle if i while, definiowanie list i zmiennych.
- To dużo nowości, więc osoby, które wszystko zapamiętały i zrozumiały zasługują na uznanie.
Współautorem scenariusza jest Michał Nowak.