我们改进了MZI系统，并用其获得了各向同性非线性材料的非线性修正项和二阶非线性磁化率。
We propose a new method of finding the nonlinear correction term as well as the second order nonlinear susceptibility of the materials by using a modified MZI system.
本文要据随机理论和线性响应理论，推导出在牛顿粘性基液中纳米磁性悬浮体的动力学磁化率。
The dynamic susceptibility of nana-magnetic Newtonian suspensions is worked out basing on the theory of stochastic and linear response.
本文要据随机理论和线性响应理论，推导出在牛顿粘性基液中纳米磁性悬浮体的动力学磁化率。
The dynamic susceptibility of nana-magnetic Newtonian suspensions is worked out basing on the theory of stochastic and linear response.
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