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Консультация № 202642
18.04.2022, 11:44
0.00 руб.
23.04.2022, 06:25
0
0
0
Здравствуйте! У меня возникли сложности с таким вопросом:
Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
При обтекании сферы жидкостью со скорость U0 поток вблизи сферы радиуса r0 определяется в сферических координатах выражением для потенциала:
[$632$]=((U0r03)/2r2)cos [$952$], где [$952$] - угловая координата (широта), [$632$] - функция тока, Ur=1/r(d[$632$]/d[$952$]), U0=-(d[$632$]/dr) - проекция скоростей на соответствующие координаты. Найти величину средней скорости при заданном r=5/4r0 и изменении [$952$] от - 90 до 90 градусов. Значение [$952$]=0 градусов соответствует передней критической точке сферы.
Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
При обтекании сферы жидкостью со скорость U0 поток вблизи сферы радиуса r0 определяется в сферических координатах выражением для потенциала:
[$632$]=((U0r03)/2r2)cos [$952$], где [$952$] - угловая координата (широта), [$632$] - функция тока, Ur=1/r(d[$632$]/d[$952$]), U0=-(d[$632$]/dr) - проекция скоростей на соответствующие координаты. Найти величину средней скорости при заданном r=5/4r0 и изменении [$952$] от - 90 до 90 градусов. Значение [$952$]=0 градусов соответствует передней критической точке сферы.
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