May9-08, 11:43 PM
Consider a particle with charge q in an static, homogeneous electric field. Using the fact that the net force on the particle in the surface integral of the Maxwell Stress Tensor, and assuming the surface is a sphere around this particle:
a) Find the net force on the particle (This part I can do)
b) Show that this approach can be applied even if the external magnetic field is not homogeneous and time dependent.
F[i] = Int (T[ij] S[i])
I am not really how to go about doing the second part. Do I break up the electric field into its vector components?
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