Electric Field - Electrostatic Fields

Electrostatic Fields

Electrostatic fields are E-fields which do not change with time, which happens when the charges are stationary.

The electric field at a point E(r) is equal to the negative gradient of the electric potential Φ(r), a scalar field at the same point:

where ∇ is the gradient. This is equivalent to the force definition above, since electric potential Φ is defined by the electric potential energy U per unit (test) positive charge:

and force is the negative of potential energy gradient:

If several spatially distributed charges generate such an electric potential, e.g. in a solid, an electric field gradient may also be defined.

Read more about this topic:  Electric Field

Famous quotes containing the word fields:

    It would not be an easy thing to bring the water all the way to the plain. They would have to organize a great coumbite with all the peasants and the water would unite them once again, its fresh breath would clear away the fetid stink of anger and hatred; the brotherly community would be reborn with new plants, the fields filled with to bursting with fruits and grains, the earth gorged with life, simple and fertile.
    Jacques Roumain (1907–1945)