It would not be affected by the existence of magnetic monopoles, unlike some other equations named for the man who also added that displacement current term to this law, James Maxwell.
One term in the mathematical expression of this law includes a partial derivative with respect to time of a polarization, but in a vacuum, that term simplifies to the product of permittivity and the partial time derivative of the electric field. The integral and differential forms of it can be related with the Kelvin-Stokes theorem. It would not be affected by the existence of magnetic monopoles, unlike some other equations named for the man who also added that displacement current term to this law, James Maxwell. For 10 points, name this law which states that the line integral of the magnetic field around a closed loop is equal to the permeability times the enclosed current.
One term in the mathematical expression of this law includes a partial derivative with respect to time of a polarization, but in a vacuum, that term simplifies to the product of permittivity and the partial time derivative of the electric field.
Ampere's Law or Ampere-Maxwell's law