В одній сніжинці міститься від 2 до 200 окремих сніжних кристалів.![](data:image/jpeg;base64,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)
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)
Вчені стверджують, що снігові кристали бувають чотирьох основних типів за формою. Найпростіша форма — довгі голчасті кристали. Всі інші типи мають шість сторін, тобто вони гексагональні (шестикутні). Стоп-сигнал має вісім сторін — це восьмикутник (по-грецьки — октагональний). Бувають сніжинки, схожі за формою на пустотілі довгі стовпчики, що нагадують шестикутну призму, є плоскі шестикутні сніжинки. І нарешті, існують сніжинки дуже химерної форми, в основі якої лежить шестикутна зірка.Кристали різної форми утворюються при різній температурі. Якщо температура в хмарі в межах від мінус 3 до 0 градусів Цельсія, то утворюються плоскі шестикутники, від мінус 5 до мінус 3 градусів Цельсія формуються голчасті кристали, від мінус 8 до мінус 5 граду сов Цельсія утворюються стовпчики — призми, від мінус 12 до мінус 8 градусів Цельсія знову з'являються плоскі шестикутники, від мінус 16 до мінус 12 градусів Цельсія виникають перші зірчасті сніжинки. При подальшому зниженні температури утворюються сніжинки всіх типів.Кристали-стовпчики, що утворюються в холодних хмарах високо над землею при дуже низьких температурах, падають на грунт крізь більш теплі хмари, при цьому на кінцях можуть зрости зірочки. Так само як історію подорожі градини можна з'ясувати по її кільцям, так форма сніжинки — це природна запис її маршруту по різних хмарам з різною температурою. Кожна сніжинка неповторна, зі своєю чудовою конструкцією, єдина у всьому світі. Подивіться на сніжинку, і ви побачите складну фігуру, де всередині однієї зірочки знаходяться інші кристалиУ міру того як сніжинка зростає, вона стає важче і падає на землю, при цьому її форма змінюється. Якщо сніжинка при падінні обертається, як дзига, то її форма ідеально симетрична. Якщо ж вона падає боком чи інакше, то і форма її буде несиметричною. Падаючі кристали злипаються, формуючись в снігові пластівці. У кожній такій крупній сніжинці міститься від 2 до 200 снігових кристалів.![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTNAcdXRx3JWwvH4i8yaqlugE5WWGWaPdTg-b4x5B1V3R4DyO10)
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