electric displacement

The electric displacement field can also be measured by following the current.

Electric displacement of the working point is not possible.

D is the displacement field (called the electric displacement by Maxwell).

The electric displacement field is defined as:

At the same time, the electric displacement D is related to the polarization density P by:

In free space, the electric displacement field is equivalent to flux density, a concept that lends understanding to Gauss's law.

The electric displacement field (D) is the dual of the magnetic flux density (B).

Positions, forces, motion, acceleration, electric displacement, electric and magnetic fields, are all vectors.

There is also a displacement current corresponding to the time-varying electric displacement field D:

The equation for the ellipsoid is constructed using the electric displacement vector D and the dielectric constants.

Gauss's law can be stated using either the electric field E or the electric displacement field D.

Maxwell's macroscopic equations have been used, in addition the definitions of the electric displacement D and the magnetic intensity H:

In physics, the electric displacement field, denoted by D, is a vector field that appears in Maxwell's equations.

For the electric displacement D and magnetic intensity H, using the constitutive relations and the result for c:

The second context implies that the SI and cgs units for an electric displacement field (D) are related by:

The electric field and the electric displacement vectors of electromagnetic wave propagating in gyrotropic crystals may be written respectively as:

The electric displacement field, D and the auxiliary magnetic field, H form an antisymmetric contravariant rank 2 tensor density of weight +1.

Maxwell's equations describe the behaviour of electromagnetic fields; electric field, electric displacement field, magnetic field and magnetic field strength.

In terms of Maxwell's equations in a dielectric, this gives a relationship between the electric displacement field D and the electric field E:

In electromagnetism, displacement current is a quantity appearing in Maxwell's equations that is defined in terms of the rate of change of electric displacement field.

A charged particle such as an electron is surrounded by an electric displacement field, for which we will use the symbol ED, reserving E for the electric field.

On the surface of Titan, the electrical conductivity and permittivity (i.e., the ratio of electric displacement field to its electric field) of the surface material was measured.

An electric flux (specifically, a flux of the electric displacement field D) has units of charge: statC in cgs and coulombs in SI.

In 2007, Allan H. MacDonald and colleagues predicted that a bandgap could be introduced if an electric displacement field were applied to the two layers: a so-called tunable band gap.

The Electric Displacement field was first found to be used in the year 1864 by James Clerk Maxwell, in his paper A Dynamical Theory of the Electromagnetic Field.