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The Method of Autonomous Blocks with Magnetic Nanoinclusions and Floquet Channels Applied for Simulation of Magnetic Nanostructures with Allowance for the Exchange and Boundary Conditions

机译:具有磁性纳米夹杂物和浮球通道的自治块的方法,用于模拟具有交换和边界条件的磁性纳米结构

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摘要

A decomposition method is developed for simulation of microwave- and infrared-band devices containing magnetic nanomaterials and magnetophotonic crystals. The method is based on autonomous blocks that are rectangular parallelepipeds with magnetic nanoinclusions and virtual Floquet channels (referred below as magnetic Floquet autonomous blocks (MFABs)) on the faces. A computational algorithm of solution of a nonlinear diffraction boundary value problem by means of the Galerkin method is developed for constructing MFAB descriptors. The coefficient of TEM wave transmission through a lattice of ferrite nanospheres is calculated. The threshold values of the pumping-wave amplitude such that exchange spin waves are parametrically excited in ferrite-nanosphere lattices are determined from bifurcation points of the nonlinear Maxwell operator. This excitation is observed when distances between magnetic nanoparticles are reduced to the exchange-interaction length.
机译:开发了一种分解方法,用于模拟包含磁性纳米材料和磁光子晶体的微波和红外波段设备。该方法基于自治块,该自治块是在表面上具有磁性纳米夹杂物和虚拟Floquet通道的矩形平行六面体(以下称为磁性Floquet自治块(MFAB))。提出了一种基于Galerkin方法求解非线性衍射边值问题的计算算法,用于构造MFAB描述符。计算通过铁氧体纳米球晶格的TEM波传输系数。从非线性麦克斯韦算子的分叉点确定泵激波振幅的阈值,以使交换自旋波在铁素体-纳米球晶格中被参数激发。当磁性纳米颗粒之间的距离减小到交换相互作用长度时,观察到这种激发。

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