在重力場作用下的帶電粒子在均恒磁場中的輻射

在重力場作用下的帶電粒子在均恒磁場中的輻射
 
摘要：依據(jù)電磁場Maxwell方程組的基本理論和1般情況下電流電荷激發(fā)電磁場以及電磁場內(nèi)部的運動的規(guī)律.分析和討論任意運動的帶電粒子所激發(fā)的電磁場輻射的特性, 對帶電粒子在遠(yuǎn)區(qū)的輻射情況,僅討論與加速度a有關(guān)的電磁輻射.把電磁作用力作用到1個粒子上得出了Lorentz力公式,利用帶電粒子在電磁場中的運動方程并解這個微分方程.得出帶電粒子的速度和加速度.接著我們討論了帶電粒子在均恒磁場中運動時的輻射特性以及在重力場作用下的帶電粒子在均恒磁場中運動時的輻射特性.通過對它們的比較,得出它們所激發(fā)的電磁場的異同.

關(guān)鍵詞：帶電粒子；輻射電磁場；均恒磁場；重力場; 輻射功率;輻射能流.

The radiation of charged particles in magnetic field
in a gravitational field
 
Abstract: EMF based on the Maxwell equations and the basic theory of general charge under current electromagnetic field and the excitation Movement within the law. Analysis and discussion of arbitrary movement of charged particles excited by the electromagnetic radiation characteristics, Charged particles in the far region of the radiation, only a discussion with the acceleration of electromagnetic radiation. put the role of the electromagnetic force on a particle obtained Lorentz formula. the use of charged particle in an electromagnetic field equations of motion and solve the differential equations. Charged particles come to the speed and acceleration. then our discussion of charged particles in magnetic field is constant movement of the radiation characteristics of the gravitational field of charged particles in both Moving constant magnetic field of radiation characteristics. Based on the comparison, they are excited by the electromagnetic field records.

Keywords:charged particle; radiant electromagnetic field; Uniformity constant homogenous magnetic field; gravitational field;;radiant power; radiant Energy flux.

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