1) Закон сохранения электрического заряда. Закон Кулона.
Алгебраическая сумма электрических зарядов всех частиц изолированной системы не меняется при происходящих в ней процессах.
Иными словами, электрические заряды не возникают и не исчезают, они могут быть лишь переданы от одного тела к другому или перемешены внутри данного тела
q1+q2+qn+…=const
Закон Кулона - модуль силы взаимодействия двух точечных зарядов в вакууме прямо пропорционален произведению модулей этих зарядов и обратно пропорционален квадрату расстояния между ними.
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)
| 2) Напряжённость электрического поля. Потенциал электростатического поля.
Напряжённость электрического поля — векторная физическая величина, характеризующая электрическое поле в данной точке и численно равная отношению силы, {\displaystyle {\vec {F}},}действующей на неподвижный точечный заряд, помещённый в данную точку поля, к величине этого заряда.{\displaystyle q}
![](data:image/png;base64,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)
Потенциал электростатического поля - скалярная энергетическая характеристика электростатического поля, характеризующая потенциальную энергию, которой обладает единичный положительный пробный заряд, помещённый в данную точку поля.
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)
| 3) Электростатическое поле электрического диполя в вакууме.
Система состоящая из двух точечных одинаковых по модулю разноименных электрических зарядов, расстояние между которыми на много меньше расстояния до рассматриваемых точек поля системы. Характеристикой электрического диполя является вектор электродипольного момента (дипольный момент), сонаправленный с плечом диполя.
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)
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