Hi,
I'm facing a real-life problem and I don't what specific mathematics topic it's related to.
Homework Statement
I know the value of the components of a vector field in three points of space and I have to find the flux of this vector field through the surface defined by those...
In fact, it's an application of divergence theorem; sorry for not mentioning this. That's why Petyab is right in suggest Gaussian surfaces.
I'm assuming that the volume integral of 3D wind divergence is null. Thus, the flux through the closed surface bounding the volume must be null. I know...
I need help regarding a practical problem I'm facing. It's not a homework/coursework, It's a real-life problem.
I have the values of a vector field (wind) given in six coordinates in 3D space. Those coordinates are the vertices of a triangular right prism (looks similar to my problem...