ВХОД | РЕГИСТРАЦИЯ

Задача №11.5

Условие

Движение точки задано уравнениями
x = v0t cos α0, y = v0t sin α0 - gt2/2,
причем ось Ox горизонтальна, ось Oy направлена по вертикали вверх, v0, g и α0<π/2 — величины постоянные. Найти:
1) траекторию точки,
2) координаты наивысшего ее положения,
3) проекции скорости на координатные оси в тот момент, когда точка находится на оси Ox.

Решение





Предыдущая задача №4
Кривошип OA вращается с постоянной угловой скоростью ω. Найти скорость середины M шатуна кривошипноползунного механизма и скорость ползуна B в зависимости от времени, если OA=AB=a (см. рисунок к задаче 10.12).
Следующая задача №6
Движение точки задано теми же уравнениями, что и в предыдущей задаче, причем v0=20 м/с, α0=60°, g=9,81 м/с2. Найти, с какой скоростью v1 должна выйти из начала координат в момент t=0 вторая точка для того, чтобы, двигаясь равномерно по оси Ox, она встретилась с первой точкой, и определить расстояние х1 до места встречи.
Источник: Решебник Мещерского 12 класс
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1.1
1.2
1.3
1.4
1.5
2.1
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10.1
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11.1
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12.1
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24.1
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28.1
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32.1
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33.1
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38.1
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42.1
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43.1
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44.1
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46.1
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47.1
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48.1
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49.1
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53.5
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54.1
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55.2
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56.7
56.9

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