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Консультация № 188011
08.05.2015, 12:36
95.23 руб.
0
2
0
Здравствуйте! У меня возникли сложности с таким вопросом:
4. Требуется:
1) Найти поток векторного поля a через замкнутую поверхность S=S_1+S_2 (выбирается внешняя нормаль к S);
2) вычислить циркуляцию векторного поля a по контуру Г, образованному пересечением поверхностей S_1 и S_2 (направление обхода должно быть выбрано так, чтобы область, ограниченная контуром Г, находилась слева);
3) проверить правильность вычисленных значений потока и циркуляцию с помощью формул Остроградского и Стокса;
4) дать заключение о наличии источников или стоков внутри области, ограниченной поверхностью S;
5) сделать схематический чертеж поверхности S.
a=(6x+5z)i+(3x-y)j+(2y^2-z+4)k
S_1: x^2+y^2=(z-4)^2;S_2:z=2
Спасибо!
4. Требуется:
1) Найти поток векторного поля a через замкнутую поверхность S=S_1+S_2 (выбирается внешняя нормаль к S);
2) вычислить циркуляцию векторного поля a по контуру Г, образованному пересечением поверхностей S_1 и S_2 (направление обхода должно быть выбрано так, чтобы область, ограниченная контуром Г, находилась слева);
3) проверить правильность вычисленных значений потока и циркуляцию с помощью формул Остроградского и Стокса;
4) дать заключение о наличии источников или стоков внутри области, ограниченной поверхностью S;
5) сделать схематический чертеж поверхности S.
a=(6x+5z)i+(3x-y)j+(2y^2-z+4)k
S_1: x^2+y^2=(z-4)^2;S_2:z=2
Спасибо!
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