electric susceptibility वाक्य
उदाहरण वाक्य
मोबाइल
- In analogy to magnetic susceptibility, electric susceptibility only occurs above.
- Where ? 0 is the electric constant, and ? is the electric susceptibility of the medium.
- The relative permittivity of a medium is related to its electric susceptibility,, as 1 + ? e } }.
- Permittivity is directly related to electric susceptibility, which is a measure of how easily a dielectric polarizes in response to an electric field.
- A more general version of this model ( which allows the polarization to vary with position ) is the customary approach using electric susceptibility or electrical permittivity.
- The "'electric susceptibility " "'? e " of a dielectric material is a measure of how easily it polarizes in response to an electric field.
- Where one is in the instantaneously comoving inertial frame of the material, ? is its electrical conductivity, ? e is its electric susceptibility, and ? m is its magnetic susceptibility.
- In addition to anisotropy in the electric polarizability ( electric susceptibility ), anisotropy in the magnetic polarizability ( " ?" 0, so this is not a source of optical birefringence in practice.
- Electric susceptibility is defined as the constant of proportionality ( which may be a tensor ) relating an electric field "'E "'to the induced dielectric polarization density "'P "'such that:
- Because of the Kramers Kronig relations, the wavelength dependence of the real part of the refractive index is related to the material susceptibility " ? " that appears in the Kramers Kronig relations is the electric susceptibility " ? " e = " n " 2 " 1.
- The " volume magnetic susceptibility ", represented by the symbol \ chi _ v ( often simply \ chi, sometimes \ chi _ m magnetic, to distinguish from the electric susceptibility ), is defined in the International System of Units in other systems there may be additional constants by the following relationship:
- For example, when a material is put in an electric field "'E "', which ramps up from zero to a finite value, the material's electronic and ionic positions slightly shift . This changes "'P "', and the result is electric susceptibility ( and hence permittivity ).
- More formally, it states that the coefficient of the second order electric susceptibility response ( \ chi _ { \ text { 2 } } ) is proportional to the product of the first-order susceptibilities ( \ chi _ { \ text { 1 } } ) at the three frequencies which \ chi _ { \ text { 2 } } is dependent upon . { { cite book
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