CONTRIBUTION TO SIMPLE MATHEMATICAL CHARACTERIZATIONS OF THE SPHERICAL (SCALAR) AND HEMISPHERICAL ILLUMINANCE DISTRIBUTIONS

机译：球形（标量）和半球形照度分布的简单数学特征的贡献

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A mathematical model for approximately calculation of the spherical (scalar) and hemispherical illuminance distribution in the surroundings of radiated rectangular surface and of ideal duffuse characteristics, is proposed in this paper. Supposing that the surface luminance is known ( determined by some previous method), the modified model "replacement of a rectangular Lambertian surface (RLS) by an equivalent point light sources (EPLS) with known luminous intensity distribution functions (LIDF)" is firstly applied in the paper and subsequently the spherical and hemispherical illuminance distributions using known formulae, are determined in a working plane.

机译：本文提出了一个数学模型，用于近似计算辐射矩形表面周围的球形（标量）和半球形照度分布，并具有理想的钝化特性。假设已知表面亮度（通过某种先前的方法确定），首先应用修改后的模型“用具有已知发光强度分布函数（LIDF）的等效点光源（EPLS）替换矩形朗伯表面（RLS）”在本文中，随后在工作平面中使用已知公式确定球形和半球形照度分布。

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来源
《24th Session of the CIE (Commission Internationale De L'eclairage) Vol.1 Pt.1 Jun 24-30, 1999 Warsaw》|1999年|p.225-227|共3页
会议地点 Warsaw(PL)
作者
Predrag D. Rancic; Dragan D. Vuckovic;
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作者单位

Faculty of Electronic Eng. P.O.Box 73, 18000 Nis, Srbija, Jugoslavija;

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会议组织
原文格式 PDF
正文语种 eng
中图分类电工技术;
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4. CONTRIBUTION TO SIMPLE MATHEMATICAL CHARACTERIZATIONS OF THE SPHERICAL (SCALAR) AND HEMISPHERICAL ILLUMINANCE DISTRIBUTIONS [C] . Predrag D. Rancic, Dragan D. Vuckovic, Commission Internationale De Leclairage, Session of the CIE . 1999

机译：对球形（标量）和半球照度分布的简单数学特性的贡献
5. Scalar Curvature Rigidity Theorems for the Upper Hemisphere [D] . Cox, Graham 2011

机译：上半球的标量曲率刚度定理
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7. Distributions spheriques invariantes sur l'espace semi-simple Gc/G$_mathbb{R}$(Spherical Distributions and Expansion of the $delta$-Distributions) [O] . SANO Shigeru, BOPP Nicole 1986

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CONTRIBUTION TO SIMPLE MATHEMATICAL CHARACTERIZATIONS OF THE SPHERICAL (SCALAR) AND HEMISPHERICAL ILLUMINANCE DISTRIBUTIONS

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