leon-vv
commented
1 year ago After some reflection I think $\pi$ is present also in the other symmetries. So for now it might be okay to leave it in. The corresponding magnetic charge should be represented as $\sigma/\pi\mu_0$
Currently the numerical charge values are expressed as $\sigma / \pi \epsilon_0$. I think it would be semantically clearer if we expressed the quantity as $\sigma / \epsilon_0$. The reason is that the $\pi$ value only makes sense in cylindrical symmetry, but we need to implement more symmetries.