методика конструирования раннего возраста
презентация к уроку (младшая группа)
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" />
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Задачи: В процессе игры с настольным и напольным строительным материалом продолжать знакомить детей с деталями(кубик, кирпичик, трехгранная призма, пластина, цилиндр) с вариантами расположения строительных форм на плоскости. Продолжать учить детей сооружать элементарные постройки по образцу поддерживать желание строить что-то самостоятельно. Учить пользоваться дополнительными сюжетными игрушками, соразмерными масштабами построек. Способствовать пониманию пространственных соотношений. По окончанию игры приучать убирать все на свои места. Знакомить детей с простейшими пластмассовыми конструкторами. Учить совместно с взрослым конструировать башенки, домики, машины. Поддерживать желание детей строить самостоятельно. В летнее время способствовать строительным играм с использованием природного материала В этом возрасте конструирование проходит 1 раз в неделю, 10-15 минут после обеда.
Методы и приемы: Словесный: беседа, вопросы, анализ работ, художественное слово, пояснения, объяснение, уточнения, указания. Наглядный: демонстрация образца, рассматривание картин, обследование. Практический: игра, моделирование, конструирование, упражнения .
Программное содержание: Занятия проходят по подгруппам. Одна тема проходит для закрепления 3 раза. Любую постройку нужно обыгрывать после занятия. Темы: «Постройка башенки». 1-я башенка будет состоять из 3-х кубиков и 1-ой призмы, 4 кубика 1 призма Кубики должны быть одного цвета -Построить 2 башенки одна одного цвета и высоты, другая другого цвета и высоты Постройка праздничной башенки. Одна из кирпичиков, а другая башенка из кубиков, можно украсить башенку флажком
«Дорожки». 1-я дорожка должна быть узкой 2-я дорожка должна широкой, можно узкие пластины совмещать. 3-е занятие идет в форме игры.
« Мебель». -Стол, стулья для мишки (Образец не дается) На узкое длинное ребро ставим кирпичик, а на него положить другой кирпичик и получается журнальный столик. -Две кроватки -Из одной пластины и двух кирпичиков -Из двух пластин и четырех кирпичиков Перед работой дети предварительно рассматривают кукольную кроватку. -Игра «Угадай что я сейчас построю»
«Транспорт». -Автобус, грузовик. Разные машины по образцу воспитателя: автобус, грузовик, легковой автомобиль. -В форме игры построить знакомые виды транспорта . «Заборчики». Устанавливается по разному можно с чередованием цвета. Готовый образец показывается, но без объяснения как его делать. -По предложению воспитателя. «Скамеечки». Здесь проводится 2 занятия. -Узкая скамеечка: Из 2-х кирпичиков стоящих на узких, коротких гранях, на которых лежит одна пластина. -Широкая скамеечка: Из 4-х кирпичиков и 2-х пластин.
«Узкие и широкие ворота по образцам воспитателя». -Узкие ворота: Из 2-х вертикально стоящих кирпичиков, на которые кладется еще один кирпичик. -Широкие ворота: Из 4-х вертикально стоящих кирпичиков и 2-х пластин. «Домики». Из 4-х вертикально стоящих кирпичиков, перекрытие образовано 2-мя кирпичиками и 2-мя призмами. Лесенки . Обращать внимание детей на то, что лесенка состоит из ступенек и они бывают широкие и узкие. -Из 6-ти кубиков, потом также обыгрывается. «Горка». -Лесенка из 3-х ступенек с приставленной к ней призмой. Здесь образец не анализируется. Педагоги организуют деятельность детей с песком, водой и снегом.
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