Electric dipole

A System Composed of Two Equal Different Sign Point Charges
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Electric dipole is two equal but different signs Point charge System composed of. The characteristic of electric dipole uses electric dipole moment p =q l Description, where l Is the distance between two charges, l and p The direction of is specified by- q Pointing+ q
The electric dipole rotates under the action of torque in the external electric field Electric dipole moment Steering outside Electric field direction The electric dipole moment is the electric dipole may be subjected to Maximum torque , so it is abbreviated as Electric moment
If the external electric field is uneven, in addition to the torque, the electric dipole will also be subjected to the translation effect. The electric field generated by an electric dipole is the vector sum of the electric field generated by the positive and negative point charges constituting it.
Chinese name
Electric dipole
Foreign name
electric dipole
Characteristic quantity
Electric dipole moment
Applicable disciplines
physics
Scope of application
Electrostatics
Related content
Multi-level expansion

Mathematical expression

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The distance is called
A pair of equal but different signs of Point charge
and
The system consists of electric dipole. his Characteristic quantity by Electric dipole moment (short for Electric moment ): [1]
Where vector
and
The direction of is specified as negative charge pointing positive charge
stay International System of Units In (SI), the dimension of electric dipole moment is
, in
Microphysics The common unit in is debye, and the symbol is D;
, which is equivalent to one tenth of the distance between nuclei within a typical molecule (about
)Charge of the same electron
The product of.
Electric field generated by electric dipole
Center at Coordinate system The electric potential generated by the electric dipole at the origin in the distance is: [1]
Far away means
Electric field generated by electric dipole
The gradient obtained by this formula is that the electric dipole located at the origin is generated at a distance electric field intensity
Electric dipole in external electric field
The electric dipole only receives non-zero resultant force in the non-uniform external electric field. The resultant force is [1]
In the external field, the electric dipole will also be subjected to torque, [2]
In the above two equations electric field intensity Both refer to the residual electric field after removing the electric dipole's own field strength.
As can be seen from the second equation,
Is the value that the electric dipole may be subjected to under the unit external electric field Maximum torque , so the electric dipole moment is also called Electric moment
Interdipolar Interaction
If the dipole
In another dipole
Electric field generated
Medium, then
The electric potential energy of, that is, the interaction energy, is

Classification and application

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Schematic diagram of electric dipole radiation
The common electric dipole system in real life is dipole moment Dielectric molecules of. There is one kind dielectric Positive negative charge The centers do not coincide and form electric dipole, which is called Polar molecule The positive and negative charge centers of another kind of dielectric molecule coincide, which is called Nonpolar molecule However, under the action of an external electric field, the two charge centers will shift from each other, thus forming an electric dipole. [2]
Electric dipole is a combination of dielectric theory and Atomic physics From stability to X-ray frequency electromagnetic field Dielectric dispersion And absorption, as well as antenna radiation and other phenomena, all use dipoles (such as oscillating dipoles
)The concept of.

extension

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take dipole When the concept is generalized, there can be multipoles, which contain
Equal size Point charge , of which half are positive and half are negative, arranged into a regular lattice. In the multipole sub series, n =When 0, it is Point charge n =1, electric dipole; n =2, called Quadrupole n ≥ 2, collectively referred to as high-order multipole. High order multipole model applied to nuclear physics The most important one is the quadrupole. If any point charge set or any distributed charge can be surrounded by a sphere, the potential outside the sphere can be concentrated on Ball center The sum of the potential of the point multipole series of Multipole expansion