When added to epsilon-zero times the electric field, the electric displacement D is obtained, allowing one to eliminate bound charge from Gauss' Law, as the negative of its curl is equal to the bound charge.
When added to epsilon-zero times the electric field, the electric displacement D is obtained, allowing one to eliminate bound charge from Gauss' Law, as the negative of its curl is equal to the bound charge. If it is not in the same direction as the electric field, this requires the electric susceptibility to be a tensor, while in an isotropic medium it is equal to the susceptibility times epsilon-zero times the electric field. For ten points, what is this quantity that describes the movement of charge in a dielectric due to an applied electric field?
When added to epsilon-zero times the electric field, the electric displacement D is obtained, allowing one to eliminate bound charge from Gauss' Law, as the negative of its curl is equal to the bound charge.
Electric Polarization