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首页> 外文期刊>IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control >A compliance/stiffness matrix formulation of general Green's function and effective permittivity for piezoelectric multilayers
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A compliance/stiffness matrix formulation of general Green's function and effective permittivity for piezoelectric multilayers

机译:一般绿色函数的顺应性/刚度矩阵配方和压电多层的有效介电常数

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摘要

This paper presents an efficient and stable recursive compliance matrix method for analyzing wave propagation in multilayered piezoelectric media. The effective permittivity and generalized Green's functions for a layered system, a layered system on a substrate, and a layered system between two substrates have been obtained from the elements of the total or surface compliance/stiffness matrices, which are calculated recursively, layer by layer, from the layer compliance/stiffness matrices. The method is very closely related to the transfer matrix method and retains its simplicity and efficiency, but it is numerically stable for high thickness-to-wavelength ratio. Numerical examples for wave propagation in zinc oxide (ZnO)/Diamond/silicon(Si) structures are presented using the compliance matrix formulation for effective permittivity and Green's function.
机译:本文介绍了一种有效且稳定的递归顺应矩阵方法,用于分析多层压电介质中的波传播。分层系统的有效介电常数和广义绿色的功能,基板上的分层系统以及两个基板之间的分层系统已经从总值或表面依从性/刚度矩阵的元件获得,它们递归地,通过层层来计算,来自层合规/刚度矩阵。该方法与转移矩阵法非常密切相关,并保留其简单性和效率,但是对于高厚度到波长的比率是数值稳定的。使用符合性矩阵配方提出了氧化锌(ZnO)/金刚硅/硅(Si)结构的波传播的数值例,以进行有效介电常数和绿色的功能。

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