План проведения занятий.
Исходя из различных методов и избегая от возможных проблем, мы проведём занятия на новом педагогическом основе.
На каждый урок 6-9 участников придут подготовленными к темам (выбираются специальным и случайным методом). Они соответственно своим предметам делятся на микро группы по 3-4 студентов. В первом этапе каждая группа (группа анатомов АА, гистологов ГГ. и физиологов ФФ) прибавят к себе 1-2 неподготовленных участников. Они обучат неподготовленных студентов к своему предмету. И после этого у нас не останется неподготовленных студентов, образуются 3 группы с тремя предметами. После будет перерыв
Чтобы лучше понять схематически изображаем учебный процесс: Представим у нас 9 участников. 6 из них (АА, ФФ, ГГ.) подготовлены. А 3 – нет.
А Г Ф - подготовленные студенты; 1 2 3 – неподготовленные студенты
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)
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) 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)
2 этап
После перерыва переступим на 2 этап. Из студентов
преобразуем мини группы, состоящих из разных предметов
(АФГ). Они также делятся своими знаниями и в итоге все
участники будут иметь знания трёх предметов.
Мы кратко рассмотрели, как будет выглядеть учебный процесс. Но есть некоторые принципы, на которых мы базируемся и дополняем ими свои занятия. Например, принцип работы памяти.
Мы действуем способы, действующие на различные виды памяти.
Слуховая память. Чем больше слышим – тем больше изученные материалы переходят из кратковременной памяти в долговременной. Для этого просто записываем свои беседы на диктофон и перед сном один раз послушаем.
Зрительная память. Как ни странно в первый же день мы забываем около 70% информации. Но мы можем легко восстановить, если имеем, какой-то след от изученного материала. Поэтому желательно все участники делают короткие записи терминов, нарисуют схемы, картинки.
Многие соглашаются, что однотонность и в голосе и в аудитории вызывают сонливость. И поэтому, после первого этапа занятия участники поменяются местами.
Перед занятием всякая технология (компьютер, телефон) поставляются в беззвучный режим, чтобы избежать отвлечений.
А в чем эффективность двухэтапного занятия? Во-первых, студенты делятся на мини группы, вероятность индивидуального подхода возрастает в несколько десятков раз. Это позволит провести урок не как скучная лекция, а как активную дружескую беседу.
Во-вторых, участники, только изучав предмет уже через 15-20 минут обучит других, что дважды укрепляет в памяти изученный материал (тактильная память).
Do'stlaringiz bilan baham: |