Information

21
1 Basic Principles
1.8 Capacitor
Dependent upon the field pattern, the area A through which field line pass perpendicu-
larly is of a different size.
The strength of the electric field is described by the displacement flux density D (also
known in the literature as electric field density). The displacement flux density D is
the displacement flux per unit area through which field lines pass perpendicularly. The
displacement flux density is determined by the quotient of the quantity of charge on
the plates, which in this case corresponds to the displacement flux ψ and the effective
area A through which field lines pass:
D
==
ψ
A
Q
A
[D] =
As
m
2
(1.8)
The displacement flux density is a vectorial quantity and is directly proportional to the
existing field strength E.
If there is a vacuum between the plates, the flux density can be determined by
multiplying the electric field constant and the electric field strength:
D = ε
0
* E (vacuum as dielectric) (1.9)
If another insulating material or another dielectric is introduced, the following equation
applies for calculating the displacement flux density:
D = ε
0
* ε
r
* E (arbitrary dielectric) (1.10)
In case of any other dielectric, the displacement flux density is determined by multi-
plying the electric field constant ε
0
with the relative permittivity of the respective
dielectric ε
r
and the electric field strength E.
1.8 Capacitor
A capacitor describes every arrangement for storing stationary electric charges. The
structure of a capacitor always consists of two conducting surfaces, the so-called
electrodes (often termed as sheets). They are always separated from one another
Displacement flux
density D
Capacitor

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