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Консультация № 155714
25.12.2008, 08:46
0.00 руб.
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Здравствуйте многоуважаемые эксперты.
Если есть возможность, помогите в решеннии задачи:
Два прямолинейных проводника с токами 12 А и 16 А лежат в двух параллельных плоскостях. Токи текут во взаимно перпендикулярных направлениях. Найти напряженность поля а точке, равноудаленной от проводников и лежащей на перпендикуляре между ними. Длина перпендикуляра - 0,1 м
Если есть возможность, помогите в решеннии задачи:
Два прямолинейных проводника с токами 12 А и 16 А лежат в двух параллельных плоскостях. Токи текут во взаимно перпендикулярных направлениях. Найти напряженность поля а точке, равноудаленной от проводников и лежащей на перпендикуляре между ними. Длина перпендикуляра - 0,1 м
Обсуждение
25.12.2008, 12:03
общий
это ответ
Здравствуйте, Кулик Александр Сергеевич!
Напряженность поля H в точке, находящейся на расстоянии r от проводника с током I равна: H = I/(2*π*r) (1). В нашем случае r = d/2 (2), где d = 0.1 м - длина перпендикуляра. Тогда: H1 = I1/(π*d) (3); H2 = I2/(π*d) (3а). Векторы H1 и H2 взаимно перпендикулярны, поэтому модуль их суммы Hс = √(H12 + H22) (4). Подставив сюда значения из (3) и (3а), получаем: Hс = (√(I12 + I22))/(π*d) = (√(122 + 162))/(π*0.1) = 63.66 А/м.
Напряженность поля H в точке, находящейся на расстоянии r от проводника с током I равна: H = I/(2*π*r) (1). В нашем случае r = d/2 (2), где d = 0.1 м - длина перпендикуляра. Тогда: H1 = I1/(π*d) (3); H2 = I2/(π*d) (3а). Векторы H1 и H2 взаимно перпендикулярны, поэтому модуль их суммы Hс = √(H12 + H22) (4). Подставив сюда значения из (3) и (3а), получаем: Hс = (√(I12 + I22))/(π*d) = (√(122 + 162))/(π*0.1) = 63.66 А/м.
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