The MHD equations neglect this equation's time partial term; doing that implies that the current density is solenoidal, reducing this law to its original form.
The MHD equations neglect this equation's time partial term; doing that implies that the current density is solenoidal, reducing this law to its original form. It is sometimes also named for Maxwell, who added the aforementioned displacement current term. The Biot-Savart law is a consequence of this law, which states that the line integral of a magnetic field over a closed loop is equal to the permeability of free space times the enclosed current for steady-state. For ten points, identify this Maxwell equation named after the man who also lent his name to the unit of current.
The MHD equations neglect this equation's time partial term; doing that implies that the current density is solenoidal, reducing this law to its original form.
{Ampere}’s Law (or the {Ampere}-Maxwell equation)