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自旋电磁场是一种与传统电磁场形式不同的电磁场模式,具有波粒二象性.自旋电磁场是自旋方程在自由空间的本征模式解,而自旋方程可以通过麦克斯韦方程得到.本文把具有分布特性的源函数作为自旋模式的一个组成部分,从而由自旋方程导出齐次的本征方程.自旋电磁场有两个基本特性:绕轴自转和存在于有限空间内.本文详细讨论了所得到的本征电模和磁模的源和电磁场结构.从源的层面上,我们可以通过积分得到自旋模的电和磁偶极矩.自旋电磁场的分布电荷与电流源可以看成是电和磁偶极子的电磁结构.自旋模的电磁场结构同时具有波和粒子的基本特征量,包括用传播常数、角频率或特征转速表示的波动参量,以及用本征半径、能量和角动量表示的量子性参量.前者体现了电磁谐振模的特点,而后者体现了自旋粒子的力学特性.自旋电模有两种不同的电磁场结构,除了用电荷对描述外,论文导出了它的磁流源表示.这两种模式有相同的电偶极矩,但由于它们的源不同,分别具有有散和无散的特性.
Spinning electromagnetic field is a kind of electromagnetic field mode different from that of traditional electromagnetic field, and has wave-particle duality.The spin-electromagnetic field is the eigenmode solution of spin equation in free space, and the spin equation can be obtained by Maxwell’s equation. The source function with distribution as an integral part of the spin mode derives the homogeneous eigenvalue from the spin equation, which has two basic properties: rotation around the axis and existence in a finite space. From the source level, we can get the electric and magnetic dipole moment of the spin mode through integration. Distribution of Spinning Electromagnetic Field The charge and current source can be seen Electromagnetic structures of electric and magnetic dipoles are formed by the electromagnetic field structure of the spin mode, which has both basic characteristics of waves and particles, including the fluctuation parameters expressed by the propagation constant, the angular frequency or the characteristic rotation speed, and by the intrinsic radius, energy And the angular momentum of quantum parameters.The former reflects the characteristics of the electromagnetic resonance mode, while the latter reflects the mechanical properties of spin particles.MSP has two different electromagnetic fields Configuration, except that the charge on the outer described, its paper derived showing the magnetic current source. These two modes have the same electric dipole moments, but because of their source, have scattered and non-scattered characteristics.