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Partially coherent image computation using elementary functions

机译:使用基本函数的部分相干图像计算

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It is well-known that calculations of the propagation of partially coherent light, such as those required for the calculation of two-dimensional image intensities, involve four-dimensional functions. Recently, Wald et al [Proc SPIE, 59621G, 2005] outlined a method for reducing the four-dimensional problem to a purely two-dimensional one. Instead of an exact modal expansion of the mutual coherence function or cross-spectral density, an approximate expansion is used, into what we call elementary functions. In this paper, rules of thumb are developed for fast and efficient computation of the image intensity in a simple partially coherent lithographic imaging system.
机译:众所周知,部分相干光的传播的计算(例如,计算二维图像强度所需的那些计算)涉及四维函数。最近,Wald等人[Proc SPIE,59621G,2005]概述了一种用于将四维问题简化为纯二维问题的方法。代替互相干函数或互谱密度的精确模态展开,而是使用近似展开,即所谓的基本函数。在本文中,开发了一种经验法则,可以在简单的部分相干光刻成像系统中快速有效地计算图像强度。

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