ДОРОГОЙ ЧИТАТЕЛЬ!
В данной книге представлены тексты задач, составленные девятиклассниками Хатангской средней школы-интерната. Тексты задач были составлены в ходе внешкольных занятий по программе элективного курса «Физика вокруг нас».
Программу этого курса разрабатывала я сама. Естественно, и тексты задач, составленные не только девятиклассниками, но и семиклассниками и восьмиклассниками, пришлось корректировать мне самой.
Следует напомнить, что «Этнозадачник по физике» был мной представлен на Международном конкурсе научных исследований в Татарстане. Серьёзная комиссия конкурса отметила этнопособие по физике для школьников в номинации «Лучший учебник».
Кроме того, в 2009-м году в декаде научно-практических конференций в Москве «Арктика – край удивительный» в ходе моих выступлений управленцы, педагоги и старшеклассники сказали: «Какая живая книга!».
10 дней подряд я выступала с презентацией этнозадачника по физике перед 10 округами Москвы в народном музее революционной, боевой и трудовой славы в Москве.
Глава 1. CТРОЕНИЕ ВЕЩЕСТВА
Сколько детей может напоить оленьим молоком самая щедрая хозяйка?
Ответ. Молоко, как и любое
вещество, состоит из множества мельчайших частиц, поэтому один стакан можно разделить на всё население Земного Шара.
Уйбача сделал летающую модель комара, а Огдо – действующую модель молекулы серной кислоты. Если Огдо разломает модель Уйбачи – получатся модели носика, крылышек, глазок и тела комара. На модели чего развалится модель молекулы, когда Уйбача дунет её на пол?
Ответ. Модель молекулы развалится на модели атомов водорода, серы и кислорода.
Уйбача – это долганское имя в переводе означает русское имя Иван.
Огдо – Евдокия.
Все вещества состоят из чрезвычайно мелких частиц – молекул и атомов. Молекулы находятся в непрерывном хаотическом движении. … С ростом температуры скорость частиц вещества увеличивается, поэтому хаотическое движение частиц принято называть тепловым.
С разных концов хорея длиной в 400 сантиметров парочка оленеводов отколупнула по одной молекуле дерева. Чем отличаются эти молекулы?
Ответ. Вы не поверите – ничем. Сколько бы они не мучились измерять их, оказалось, что молекулы одного и того же вещества – сёстры-близнецы.
Хорей – это длинный шест с округлённым наконечником для того, чтобы погонять оленей в оленьей упряжке.
Оленеводы – это люди, которые владеют оленьими стадами, пасут их, следят за ними и запрягают их в оленьи упряжки, чтобы перемещаться по тундре и лесотундре.
Все что мы видим вокруг, что нас окружает, состоит из крошечных кирпичиков – молекул, которые в свою очередь состоят из атомов. Атомы состоят из еще более мелких частиц – нейтронов, протонов, электронов. Одна молекула может содержать несколько различных атомов, количество и вид которых определяет химические и физические свойства вещества. Например, одна молекула воды состоит из двух атомов водорода и одного атома кислорода.
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)
Структура любого атома похожа на миниатюрную модель солнечной системы, у которой в центре расположено ядро, состоящее из нейтронов и протонов, а вокруг ядра вращаются электроны. Каждый элемент атома имеет свой заряд: электрон – отрицательный; протон – положительный; нейтрон – нейтрален. В нормальном состоянии атом имеет нейтральный заряд, так как количество электронов и протонов всегда одинаковое. От количества протонов в ядре атома зависит к какому химическому элементу относится сам атом. У одного и того же химического элемента в ядре атома может содержаться различное количество нейтронов. Например, атом водорода в своем ядре может содержать один или два протона, либо вообще не содержать протонов. При этом все три вида вещества будут относиться к одному химическому элементу – водороду, но будут иметь разные физические свойства. Подобные элементы называются изотопами элемента. Группа изотопов одного элемента называется – нуклидами.
Уппая выдвинул гипотезу, что все его олени, вся семья, балок, шапка, детская люлька, чум, обувь и т. д. состоят из мельчайших частиц, хотя на первый взгляд кажутся сплошными. Верна ли его гипотеза?
Ответ. Верна. Не только сами олени, члены семьи и бригады, балок и т.д., но и шерсть, носочки, платочки состоят из мельчайших симпатичных частичек.
Уппая – Ванюша.
Чум – вид жилища северных этносов Крайнего Севера в виде геометрической фигуры, конуса.
Оленеводство – это хозяйство, которое зависит от самого оленевода:
– от правильного руководства;
– от правильного планирования годовой работы;
– от особого контроля за исполнением всех намеченных планов.
Сейчас, к сожалению, среди молодёжи нет таких специалистов, как: зоотехники, пушники и ветеринары.
Очень важно, чтобы оленевод умел выстраивать маршрут движения, каждый раз обновляя базу маршрутов:
– корали (специальные загоны для оленей);
– избы (зимовники);
– подвалы, изгороди – в условиях Крайнего Севера максимально служат 25—30 лет.
Оленеводы завтракают и едут к коралям, которые находятся в трех километрах. Это сказывается и на чумработнице. Чтобы накормить оленеводов, она должна упаковаться, навьючить весь скарб на нарты и ехать к месту. По прибытии она ставит палатки, разжигает костры, готовит еду и т. д. Все это занимает очень много времени, создаёт нагрузки и отражается на качестве работы.