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SAW diffraction using the thin-element decomposition method

机译:使用薄元素分解法进行SAW衍射

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摘要

We adapt the angular spectrum of plane waves (ASPW) decompositionnto numerical simulations of the diffraction of surface-acoustic wavesn(SAWs) on anisotropic model substrate, such as YZ lithium niobate. Wenutilize the thin-element decomposition (TED) method, appropriatelynmodified for an anisotropic substrate; we also introduce a noveln“average-wavenumber” variation of this scheme; these arennumerically found to be mutually consistent. We apply the TED method tonsimulate wave propagation both in infinite periodic structures ofnmetallized gratings and also in finite gratings. We demonstrate that thenASPW provides a convenient and numerically fast tool for precisendiffraction calculations in practical SAW devices which also displaynstructural variations in the lateral direction, perpendicular to thenprincipal direction of wave propagation. Additionally, we compare thenpresent TED method to waveguide theory in an analysis of the role of SAWnreflections from the electrodes
机译:我们将平面波(ASPW)分解的角谱应用于各向异性模型衬底(例如YZ铌酸锂)上的表面声波n(SAW)的衍射数值模拟。利用稀薄元素分解(TED)方法,对各向异性衬底进行适当修改;我们还介绍了该方案的新颖的“平均波数”变化。从数值上看,这些是相互一致的。我们将TED方法应用于金属化光栅的无限周期结构以及有限光栅中的波传播仿真。我们证明了ASPW为实际SAW设备中的精确n衍射计算提供了一种方便且数值快速的工具,该工具还显示了垂直于波传播的主要方向的横向结构变化。此外,在分析SAWn电极反射的作用时,我们将TED方法与波导理论进行了比较

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