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Maxwell Equations
The Ampere's Law with some assumptions can be written as: curl (H) = grad(phi) - (1)
The current conservation equation can be written as div.(grad(phi)) - (2) (2) can also be derived by taking a divergence of (1) since divergence of a curl of any vector should be zero. So do (2) & (1) represent a complete set of equations or do we need another equation. The other equation could be a gauge condition which is my second question. Is gauge condition absoloutely necessary or is it just needed to simplify a coupled set of PDEs. |

Re: Maxwell Equations
I assume you want to simulate a MHD flow... so you need to model eitheir the electric potential (phi) or the induced magnetic field (H)...you have to choose....
If I did not answer you correctly, please detail what you want to model. |

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