Авторcтво: Кузьмина Людмила Александровна, учитель физики МОУ «Гимназия» г. Сертолово Ленинградской области |
В условиях дистанционного обучения хорошо зарекомендовала себя программа ZOOM, в которой можно общаться с учащимися, предлагать им разного рода наглядные пособия, фильмы презентации. В данной работе я хочу рассказать о применении созданной мной презентации по теме «Построение изображений в линзах».
Перед началом урока проверяется готовность учащихся к уроку: тетрадь, карандаш, линейка, ластик.
Урок начинается с актуализации знаний: учитель задает вопросы, ученики отвечают (Слайд №1) Вопросы появляются на экране по порядку, что позволяет обращаться к конкретному ученику)
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)
С помощью линзы мы получаем изображения предметов, но ведь надо уметь их строить.
Объявляется тема урока. «Построение изображений в линзах» (слайд №2)
Чтобы построить изображения на чертеже надо знать определенные правила (слайд №3). На экране появляются по порядку правила построения, которые учащиеся записывают в тетрадь.
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)
На следующем слайде №4 с помощью средств анимации проводится последовательное построение изображения стрелки. (Учащиеся повторяют эти действия в тетради) Удобство данной презентации заключается в том, что можно отступить на несколько шагов назад и вновь проследить последовательность построения.
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)
При этом необходимо заметить, что для построения изображения не обязательно проводить все три луча, а достаточно всего двух. Итогом является характеристика полученного изображения.
Далее обсуждается вопрос, как будет изменяться изображение, если приближать предмет к линзе. Слайд №5, на котором средствами анимации дается ответ на этот вопрос.
![](data:image/png;base64,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)
Далее рассматривается вопрос о построении изображения в собирающей линзе, если предмет находится на расстоянии от линзы ближе ее фокусного расстояния и построение изображения в рассеивающей линзе (слайд №6). Итогом данного построения является сравнение характеристик полученных изображений.
![](data:image/png;base64,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)
Данную презентацию я выкладывала в интернет (в дневник) для того, чтобы учащиеся могли вспомнить материал урока и выполнить домашнее задание по построению, предложенное на последнем слайде.
Остальные три слайда представляют домашнее задание на построение. Задания взяты с сайта «Решу ЕГЭ»
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