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1. 1. Maxwell’s Equations in differential form

Maxwell’s Equations in differential form

$$ \nabla\cdot{\bf D} = \rho $$
$$ \nabla\cdot{\bf B} = 0 $$
$$ \nabla\times{\bf E} = -\frac{\partial{\bf B}}{\partial{\bf t}}$$
$$ \nabla\times{\bf H} = {\bf J} + \frac{\partial{\bf D}}{\partial{\bf t}} $$
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$$ \nabla\cdot{\bf D} = \rho $$
$$ \nabla\cdot{\bf B} = 0 $$
$$ \nabla\times{\bf E} = -\frac{\partial{\bf B}}{\partial{\bf t}}$$
$$ \nabla\times{\bf H} = {\bf J} + \frac{\partial{\bf D}}{\partial{\bf t}} $$