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Hi Aurelien. Thank you for a wonderful lecture. You sometimes treat the divergence of the spin current not as a scalar, but as a vector (e.g. taking the cross product with the magnetization). How exactly can this be?
The spin current is a tensor in both spin and real spaces. The divergence is only taken in real space, so you end up with a vector in spin space.
Hi Aurelien. Thank you for a wonderful lecture. You sometimes treat the divergence of the spin current not as a scalar, but as a vector (e.g. taking the cross product with the magnetization). How exactly can this be?
The spin current is a tensor in both spin and real spaces. The divergence is only taken in real space, so you end up with a vector in spin space.