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Right now, the solutions for dipoles in homogeneous media are stated as in Ward and Hohmann, with the coordinates laid out and a specific orientation selected. This is valuable, but personally, I find the more compact solution in which the dipole moment is treated as a vector perhaps more enlightening in some cases. This might be worth including - thoughts @dccowan, @sgkang, @dougoldenburg
Or at least spherical coordinates
The text was updated successfully, but these errors were encountered:
That would be nice but the derivation is so much easier to understand as it is written now. We would however make a statement that a change in coordinate system can be used to solve the problem for any orientation.
Right now, the solutions for dipoles in homogeneous media are stated as in Ward and Hohmann, with the coordinates laid out and a specific orientation selected. This is valuable, but personally, I find the more compact solution in which the dipole moment is treated as a vector perhaps more enlightening in some cases. This might be worth including - thoughts @dccowan, @sgkang, @dougoldenburg
Or at least spherical coordinates
The text was updated successfully, but these errors were encountered: