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Computer aided design method to predict luminous intensity distribution of luminaire

机译:预测灯具发光强度分布的计算机辅助设计方法

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References(3) The properities of reflection on a surface involve both regular and diffuse reflections. This property is approximated with the equation, Y=(1-sin X)α, where Y is the relative luminous intensity and X is a function of light incident angle to the surface. Luminous intensity distribution for some luminaires are predicted by using a computer aided design method, based on this equation. α is the specularity factor, which represents the degree of surface specularity. It is about 0.4∼1.0 for white painted plates and 2∼10 for semi-diffused aluminium plates, as determined as a result of experiments using three plate reflectors with tungsten halogen lamp. It was found through many experiments and calculations that the results predicting the luminous intensity distribution of a luminaire which consists of a three plate reflectors and a fluorescent lamp approximately conformed to practical use.
机译:参考文献(3)表面反射的性质包括正反射和漫反射。用等式Y =(1-sin X)α来近似此特性,其中Y是相对发光强度,X是相对于表面的光入射角的函数。基于此方程,通过使用计算机辅助设计方法可以预测某些灯具的发光强度分布。 α是镜面反射系数,代表表面镜面反射的程度。使用三块带卤素卤素灯的板状反射器的实验结果表明,白色喷漆板的散射系数约为0.4-1.0,半扩散铝板的散射系数约为2-10。通过许多实验和计算发现,该结果预测了由三个板状反射器和荧光灯组成的照明器的发光强度分布,其大致符合实际使用。

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