首页> 外文会议>Parallel and Distributed Systems, 1996. Proceedings >LCDs modeling by 2×2 and 4×4 propagation matrix methodsand by generalized geometrical optics approximation
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LCDs modeling by 2×2 and 4×4 propagation matrix methodsand by generalized geometrical optics approximation

机译:通过2×2和4×4传播矩阵方法以及广义几何光学逼近对LCD进行建模

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The authors present recent results on modeling of thenelectrooptics of various LCDs (liquid crystal displays) as a function ofnapplied voltage and viewing angle by a newly formulated fast 2×2npropagation matrix method and the generalized geometrical opticsnapproximation (GGOA). Good agreement between the 2×2 and 4×4nmatrix methods and the GGOA is demonstrated. In general, GGOA's resultsnare the same as those obtained by the 2×2 method, and the maximumndiscrepancy between the 2×2 and 4×4 matrix methods is lessnthan 3%. However, the computation time for the 2×2 propagationnmatrix is less than one half that of the faster 4×4 propagationnmatrix. In addition, a simple analytic formula for calculating thenelectrooptics as a function of viewing angle is obtained. An improvedn4×4 propagation matrix method to eliminate the Fabry-Perot effectsnwas also obtained
机译:作者通过新制定的快速2×2n传播矩阵方法和广义几何光学近似(GGOA),对各种LCD(液晶显示器)的电光学随施加电压和视角的变化进行了建模,并提出了最新的研究结果。证明了2×2和4×4n矩阵方法与GGOA之间的良好一致性。通常,GGOA的结果与通过2×2方法获得的结果相同,并且2×2和4×4矩阵方法之间的最大差异小于3%。但是,2×2传播矩阵的计算时间不到更快的4×4传播矩阵的计算时间的一半。此外,获得了用于计算随视角变化的电光的简单解析公式。还获得了一种改进的n4×4传播矩阵方法来消除Fabry-Perot效应

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