Учні завітали у спеціалізований магазин, де можна придбати електронні прилади і пристрої, отримати консультацію щодо їх експлуатації та застосування. Вас зустрічають продавці, які пройшли спеціалізовані курси, здали залік та отримали статус продавець-консультант.
Залік.
Що таке напівпровідник?
Назвіть носії заряду у напівпровідниках.
Що таке електрон?
Що таке дірка?
Як залежить опір напівпровідника від температури, від освітлення?
Як пояснити залежність опору від освітлення і температури?
Що таке напівпровідник п-типу провідності, р-типу провідності?
Що таке р-п перехід?
Яка основна властивість р-п переходу?
Як треба розуміти слова «пряме і зворотне» підключення р-п переходу в електричне коло?
Які напівпровідникові матеріали вам відомі? Прості, складні?
Назвіть напівпровідникові прилади та пристрої.
Учні, які отримали на попередньому уроці на заліку вищі бали, виконують роль продавців, решта покупці. Перша група учнів поділяється на малі групи і отримує творче завдання: підготувати матеріали для презентації напівпровідникових приладів та пристроїв. Друга група покупці, купуючи повторюють матеріал уроку, а також задають питання продавцям. За що також отримують оцінки.
Презентація приладів та пристроїв.
В нашому магазині є можливість придбати.
1.Діоди.
Діод – електронний прилад з двома електродами (катод, анод), що пропускає електричний струм лише в одному напрямі. Жоден електронний прилад не обходиться без застосування діодів. Діод використовують для випрямлення електричного струму. Електропостачання здійснюється за допомогою трифазної мережі на промисловій частоті. Але живлення багатьох пристроїв можливе тільки постійним струмом. Так, наприклад: інтегральні мікросхеми, електронні схеми автоматики, зварювальне устаткування, Тому в таких випадках використовують випрямлячі: це таки пристрої, які перетворюють змінний струм у постійний. За допомогою діодного моста, який складається з чотирьох діодів можна перетворити змінний струм на постійний.
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)
Структура діоду герметичне упакування діоду
Діод має певне позначення на схемах. Їх виготовляють з кремнію, германію, селену та інших напівпровідників. Розглянемо способи утворення р-п переходу в діодах. Цей перехід не вдається одержати механічним з’єднанням напівпровідників, бо відстань між р і п областями має бути не більшою від міжатомних відстаней. Тому основними методами одержання р-п переходу є сплавлення і дифузія. При високій температурі у кремній п-типу вплавляють індій, внаслідок чого утворюється ділянка з р-провідністю. На межі цих ділянок утворюється р-п перехід. Його герметично упаковують.
Достарыңызбен бөлісу: |