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Electric displacement

Auxiliary physical quantity of electromagnetics
Electric displacement, also known as induction Strength refers to the description dielectric Auxiliary physical quantity of electric field. It is an auxiliary physical quantity used to describe the electric field, which is represented by the symbol D. Its definition formula is: D=ε zero E+P。 Where E is the electric field strength, P is the polarization strength, ε zero yes Vacuum permittivity For linear isotropic dielectric, D=ε E, ε is dielectric Absolute permittivity
stay International System of Units In (SI), the unit of electric displacement is reservoir/square meter (C/m two )。
Chinese name
Electric displacement
Foreign name
electric displacement
Alias
induction strength
Properties
dielectric Auxiliary physical quantity of electric field
Field
electromagnetics
Related nouns
Electric displacement vector

Introduction to terms

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describe dielectric Auxiliary physical quantity of electric field. also called induction strength. Defined as
Where
Is the intensity of external electric field;
by Electric polarization intensity ε zero by Vacuum permittivity In linear Isotropy In dielectric,
by Electropolarizability , so
Where
yes Relative permittivity , which is a token Dielectric polarization Properties of the medium equation.
Produced after dielectric polarization polarization The charge has changed electric field Distribution, introducing auxiliary quantity
Is to prevent the unknown polarized charge from appearing in the electrostatic field Gauss theorem Thus, the calculation of electrostatic field in dielectric is greatly simplified.
stay International System of Units In (SI), the unit of electric displacement is reservoir/square meter (C/m two )。

Introduction and definition

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In the presence of dielectric in the electric field, [1]
electric field intensity be equal to Free charge and polarization The superposition of fields excited by electric charge,
In vacuum Dielectric constant transposition Get:
Items in square brackets are only associated with charge density Therefore, the term in the brackets is called potential shift, namely:

Gauss theorem

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For any closed surface S in space and the volume V enclosed by it, there are:
Q zero Is enclosed by the closed surface S Free charge Total.

Maxwell equation

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Namely electric displacement divergence Equal to Point charge Density.
The advantage of this formula is that it is formally similar to polarization The charge is independent, which simplifies the discussion of the problem. [3]

application

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When there is media, you can directly Free charge Find the distribution of
, and further obtain
And
Comparison of electric displacement and work done: