A property of a vector field that measures its tendency to move away from a given point.
A property of a vector field that indicates the amount and direction of rotational motion in the field.
|The divergence of a vector field||
|Gauss' Theorem||Mathematical equation relating volume and surface integrals using the divergence of a given function: F ·da = div Fdv|
|The curl of a vector field||curl F = - , - , -|
|Stokes' Theorem||Mathematical equation relating line and surface integrals using the curl of a given function: F ·ds = curl F ·da|
|Equation for the line integral of a closed loop in a magnetic field||B·ds =|
|Equation for the curl of any magnetic field||curl B =|
|Equation for the divergence of any magnetic field||div B = 0|