1. Rozmowa o tym, jak wygląda współczesna robotyka
- Razem szukamy odpowiedzi na pytania, jakie zastosowania mają dzisiaj roboty. Następnie dzielimy się na grupy. Każda grupa ogląda krótki filmik prezentujący kolejno:
- Chwilę rozmawiamy o tym, co je wszystkie łączy – porozumiewamy się z nimi w taki sam sposób.
2. Zasady pracy z robotem
- Za moment każda grupa otrzyma robota. Najpierw przedstawiamy zasady, które będą nas obowiązywały na wszystkich zajęciach z robotem Photon. Możemy je podać lub zaprosić uczniów do ich wspólnego stworzenia.
3. Testowanie możliwości robota
- Uruchamiamy aplikację Photon Magic Bridge i łączymy robota z komputerem.
- Testujemy robota w interfejsie Photon Blocks. Badamy jakie robot ma funkcje, swobodnie eksperymentując przez 10 minut. Dbamy, aby każdy w grupie miał okazję przetestować robota.
4. Programowanie w Pythonie - wprowadzenie
- Przechodzimy do Pythona. Jak myślicie - czemu mamy zajmować się czymś trudniejszym, skoro moglibyśmy programować robota w Scratchu, albo innym języku wizualnym?
- Zwracamy uwagę, że uproszczenia zmniejszają możliwości, a „dorosłe” języki programowania są bardziej uniwersalne i częściej mamy szansę je zastosować.
- Opowiadamy o tym, jak skonstruowane jest środowisko do programowania.
- Poszczególne komendy, to co w Scratchu byłoby poszczególnym bloczkiem, w Pythonie nazywamy metodami.
- Wskazujemy, gdzie uczniowie mogą przeglądać metody dotyczące Photona - aby otworzyć dokumentację, (spis wszystkich metod dotyczących Photona) należy kliknąć ikonę ze znakiem zapytania widoczną w menu na górnym pasku (screen poniżej)
- wyjaśniamy obecne na górze projektu import *:
Python to bardzo popularny język, posiadający wiele rozszerzeń i dodatków. My też nie znamy wszystkich słów w języku polskim, czasem musimy wygooglać, albo sprawdzić coś w słowniku. To trochę tak, jakby nam na początku rozmowy powiedziano w tej rozmowie będziemy używać fachowego języka związanego z medycyną, weź ze sobą leksykon! Dzięki temu, że startowo środowisko pamięta tylko podstawowe metody Pythona i potrzebne nam dodatki, działa szybciej. W tym projekcie będziemy używać wszystkich (*) metod z biblioteki photonrobot.
- Zwracamy uwagę na komentarze. Części kodu zapisane od „#” są ignorowane, ale stanowią komentarz dla osób czytających kod
Dokumentacja (metody dla robota Photon) w Photon Magic Bridge
5. Pierwszy program
- Nauczyciel wyznacza każdej grupie punkt docelowy. Zadaniem uczniów jest zaprogramować robota tak, aby trafił do celu i zagrał dźwięk. Uczniowie wpisują właściwy algorytm złożony z metod i testują go.
![Przechwytywanie w trybie pełnoekranowym 11.12.2020 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Przykład skonstruowania kodu do wykonania zadania
6. Podsumowanie
Podsumowujemy i odpowiadamy na pytania – bardzo możliwe, że wiele odpowiedzi poznamy na jednych z kolejnych zajęć.
Współautorem scenariusza jest Michał Nowak.