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On the Klausius-Mossotti-Lorentz-Lorenz Formula for Magnetic Media

机译:关于磁介质的Klausius-Mossotti-Lorentz-Lorenz公式

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摘要

It is shwon that, despite the difference in the physical meaning of the magnetic and electric inductions and susceptibilities, taking into account collective effects for the system of magnetic nonpolar dipoles leads to the Klausius-Mossotti-Lorentz-Lorenz (KMLL) formula that couples the susceptibility of matter with the susceptibility of a separate inclusion.
机译:事实证明,尽管磁感应和电感应和磁化率的物理意义不同,但考虑到非极性磁偶极子系统的集体效应,Klausius-Mossotti-Lorentz-Lorenz(KMLL)公式将物质的磁化率与单独包含的磁化率。

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