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COMPUTER MODELING OF INTEGRATING SPHERES

机译:集成球的计算机建模

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I present a Monte Carlo model for predicting the performance of integrating spheres as a function of incident Aux direction. The model was developed specifically to aid in the design of integrating spheres used as cosine collectors but is of general applicability. I discuss a method of generating uncorrelated random numbers. The probability density functions associated with uniform irradiance over a circular entrance port and Lambertian reflectors or emitters are presented. A comparison of the model with analytic equations predicting performance for an unbaffled integrating sphere is included. The average of the data generated by the model agrees with the analytic solution for sphere throughput to better than 0.25% (sigma = 8.3%). (C) 1996 Optical Society of America [References: 15]
机译:我提出了一个蒙特卡洛模型,用于预测作为入射辅助方向函数的积分球的性能。该模型是专门为帮助设计用作余弦收集器的积分球而开发的,但具有普遍适用性。我讨论了一种生成不相关随机数的方法。给出了与圆形入射口和朗伯反射器或发射器上的均匀辐照度相关的概率密度函数。包括该模型与分析方程的比较,该方程预测无障碍积分球的性能。该模型生成的数据平均值与球体通量的解析解决方案相符,优于0.25%(sigma = 8.3%)。 (C)1996年美国眼镜学会[参考:15]

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