  A new system of general Navier-Stokes-like equations is proposed to model
electromagnetic analogous to hydrodynamic. While most attempts to derive
analogues of hydrodynamic to electromagnetic, and vice-versa, start with
Navier-Stokes or a Euler approximation, we propose general conservation
equations as a starting point. Such equations provide a structured framework
from which additional insights into the problem at hand could be obtained. To
that end, we propose a system of momentum and mass-energy conservation
equations coupled through both momentum density and velocity vectors.
