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Maxwell’s Equation. Maxwell’s Equation. Gauss’ Theorem. The integral of the normal component of a vector function over a closed surface s equals the integral of the divergence of that vector throughout the volume v enclosed by the surface s. Stokes’s Theorem.
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Gauss’ Theorem The integral of the normal component of a vector function over a closed surface s equals the integral of the divergence of that vector throughout the volume v enclosed by the surface s.
Stokes’s Theorem The surface integral of the curl of a vector function equals the line integral of that function around a closed curve bounding the surface
Ampere’s Law The line integral of magnetic field intensity around a single closed path is equal to the current enclosed.
Faraday’s Law Michael Faraday discovered experimentally that a current is induced in a conducting loop when the magnetic flux linking the loop changes.
Poynting Theorem The instantaneous power density at a point can be defined by the Poynting vector as Averaged power density can be expressed as