- #1
Uan
- 14
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Hi,
Started to learn about Jacobians recently and found something I do not understand.
Say there is a vector field F(r, phi, theta), and I want to find the flux across the surface of a sphere. eg:
∫∫F⋅dA
Do I need to use the Jacobian if the function is already in spherical coordinates?
My notes has an similar example that show you do use the Jacobian but I do not understand why. My understanding is you only use the Jacobian when there is a change in coordinates, but the function F is already in the desired coordinate system.
Thanks!
Uan
Started to learn about Jacobians recently and found something I do not understand.
Say there is a vector field F(r, phi, theta), and I want to find the flux across the surface of a sphere. eg:
∫∫F⋅dA
Do I need to use the Jacobian if the function is already in spherical coordinates?
My notes has an similar example that show you do use the Jacobian but I do not understand why. My understanding is you only use the Jacobian when there is a change in coordinates, but the function F is already in the desired coordinate system.
Thanks!
Uan
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