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Optimal Design of Light Distribution of LED Luminaries for Road Lighting

机译:道路照明用LED照明灯具的配光优化设计

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Conventional road lighting luminaries are gradually upgraded by LED luminaries nowadays. It is an urgent problem to design the light distribution of LED luminaries fixed at the former luminaries arrangement position, that are both energy-saving and capable of meeting the lighting requirements made by the International Commission on Illumination (CIE). In this paper, a nonlinear optimization approach is proposed for light distribution design of LED road lighting luminaries, in which the average road surface luminance, overall road surface luminance uniformity, longitudinal road surface luminance uniformity, glare and surround ratio specified by CIE are set as constraint conditions to minimize the total luminous flux. The nonlinear problem can be transformed to a linear problem by doing rational equivalent transformation on constraint conditions. A polynomial of cosine function for the illumination distribution on the road is used to make the problem solvable and construct smooth light distribution curves. Taking the C2 class road with five different lighting classes Ml to M5 defined by CIE for example, the most energy-saving light distributions are obtained with the above method. Compared with a sample luminary produced by linear optimization method, the LED luminary with theoretically optimal lighting distribution in the paper can save 40% of the energy at the least.
机译:如今,常规道路照明灯具已逐渐由LED灯具升级。设计固定在以前的灯具布置位置的LED灯具的配光问题是一个紧迫的问题,这些灯具既节能又能够满足国际照明委员会(CIE)提出的照明要求。本文提出了一种非线性优化方法,用于LED道路照明灯具的配光设计,其中将CIE指定的平均路面亮度,整体路面亮度均匀性,纵向路面亮度均匀性,眩光和包围比设置为限制条件以使总光通量最小化。通过在约束条件下进行有理等效转换,可以将非线性问题转换为线性问题。余弦函数的多项式用于道路上的照明分布,可以解决该问题并构建平滑的光分布曲线。以具有由CIE定义的五个不同照明等级M1至M5的C2等级道路为例,通过以上方法获得了最节能的配光。与通过线性优化方法生产的样品灯具相比,理论上在纸张中具有最佳照明分布的LED灯具至少可以节省40%的能量。

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