According to the Lorentz electron motion model and combined with the effective field concept,the dispersing relation of magnetic circular dichroism ε and the representation of ε to effective field H_j and thickness L of a sample are derived in this paper by means of the classical electromagnetic field theory.
本文应用经典电磁场论,从 Lorentz 电子运动模型出发,结合有效场概念推导了磁光介质磁圆二向色性∈的色散关系,以及∈与有效场 H_i 和介质厚度 L 的关系。
This paper gives the convolution integral theorem of the Green's function in the Cauchy's problem of the scalar field in the classical electromagnetic field.
The dependent equations, given in this paper, of the classical electromagnetic field in three dimensional space are initial conditions that make the integral constant equal to zero.
In view of unclear calculation and discussion in the classical electromagnetic field theory now, the paper adopts the method corresponding the calculation to the figures and gives a method of approximate calculation for the coefficient of the self-inductance of the toroid neglecting the magnetic field variation along the direction perpendicular to the concentric circle radius in the ring pipe section.
A pulsed solenoid magnet, which is applied for direct measurement of magnetocaloric, is designed by classical electromagnetic method and finite element numerical value calculation method.
According to the Lorentz electron motion model and combined with the effective field concept,the dispersing relation of magnetic circular dichroism ε and the representation of ε to effective field H_j and thickness L of a sample are derived in this paper by means of the classical electromagnetic field theory.
本文应用经典电磁场论,从 Lorentz 电子运动模型出发,结合有效场概念推导了磁光介质磁圆二向色性∈的色散关系,以及∈与有效场 H_i 和介质厚度 L 的关系。
The nonlinear optical property of a nonconductive isotropic chiral medium is described by using classical electromagnetic theory. The phenomenon of self induced nonlinear optical rotation of a linearly polarized light is emphasized.
This paper gives the convolution integral theorem of the Green's function in the Cauchy's problem of the scalar field in the classical electromagnetic field.
The theory of the classical electromagnetic fields corresponds to the special theory of rplativity is that Maxwell's equations are at Covariance with Lorentz transformations.
The retarted potentials of the classical electromagnetic fields, the radiational condition of boundary value problems of electromagnetic fields and the Cauchy's problem of the wave equations in mathematical method are all additional conditions indepndent of their respetive branches. Howdver, the significance and the expressions of these additional conditions are fully in agreement with one another.
Calculation is presented of the autocorrelation of scattered field by a monodis-perse systems in colloid following, statistical properties of Brownian movement and theory of Classical electromagnetics field. The results apply to the situation that the Brownian partieales are in an electric field.
in this paper, we suggest an interplation in the classical electronmagnetic theory opinion, i. e. when the material loss is exist, the vibration at the Brewster'sangle will be intruduced by 180 ° phase change of parallel polarization of incident electronmagnetic wave.
A technique for preparation of a one-photon wave packet through action of a classical electromagnetic field on a semiconducting quantum dot is proposed.
Integral formulas are derived that make it possible to express the probability of any process in a squeezed electromagnetic field in terms of the probability of the same process in a classical electromagnetic field.
A new mechanism of development of quantum correlations due to the combined effects of a common heat bath and a resonant classical electromagnetic field is analyzed for a system of two two-level atoms coupled by dipole-dipole interaction.
We study noninteracting quantum charged particles (electron gas) subject to a strong random potential and perturbed by a weak classical electromagnetic field.
A technique for preparation of a one-photon wave packet through action of a classical electromagnetic field on a semiconducting quantum dot is proposed.
Integral formulas are derived that make it possible to express the probability of any process in a squeezed electromagnetic field in terms of the probability of the same process in a classical electromagnetic field.
A new mechanism of development of quantum correlations due to the combined effects of a common heat bath and a resonant classical electromagnetic field is analyzed for a system of two two-level atoms coupled by dipole-dipole interaction.
We study noninteracting quantum charged particles (electron gas) subject to a strong random potential and perturbed by a weak classical electromagnetic field.
The theory of the classical electromagnetic fields corresponds to the special theory of rplativity is that Maxwell's equations are at Covariance with Lorentz transformations.The Lorentz gauge is often used in papers for the induction from Maxwell's equations to D'alembert's eguations.Apart from the Lorentz gauge, some papers have also mentioned thetransverse gauge[1][2]. In paper [1] ,however, only a few words are said about it and in paper [2], the inference is incomplete and covariance is not discussed at...
The retarted potentials of the classical electromagnetic fields, the radiational condition of boundary value problems of electromagnetic fields and the Cauchy's problem of the wave equations in mathematical method are all additional conditions indepndent of their respetive branches. Howdver, the significance and the expressions of these additional conditions are fully in agreement with one another.
经典电磁场
classical electromagnetic field
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