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Optical design of free form bicycle lamp

机译:自由形式自行车灯的光学设计

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Bicycle lamp used for road lighting is becoming popular now. However, few people have realized its potential market and correlative researches are far from enough. Generally speaking, researches on bicycle lamps are mostly focused on how to design a reflector which will collect light energy more efficiently and can transfer it to certain areas forward when the light source is determinated. In traditional angle of view, the reflector is usually a paraboloid or ellipsoid. However, both of them can not meet the requirement in practice most of the cases. Therefore, free form reflectors (FFRs) instead are widely used. In this paper, a new approach to design FFR which is convenient and rapid is presented. To do computer-aided simulation, certain light source should be selected first. Usually, light sources that behavior like a Lambertian emitter are modeled. To examine the correctness of this approach, a bicycle lamp is designed according to this approach to see if it can meet the requirements of the Germany standard which will be introduced in the text later. The standard requires specific illuminance values for particular points at the test screen with a distance of 10m from the source. The simulation results is exciting and can meet all the requirement. For example, 101x is expected at the point (0, 0) while the obtained value is 10.421x, under the conditions that the total luminous flux of the light source is 421m and the reflectivity of FFR is 0.8. This method has certain universal significance and can provide references for the design of other illumination systems.
机译:用于道路照明的自行车灯现在正在变得流行。然而,很少有人意识到其潜在的市场和相关性研究远远不够。一般来说,自行车灯的研究大多专注于如何设计一个反射器,该反射器将更有效地收集光能,并且可以在光源确定光源时将其转移到某些区域。在传统的视角中,反射器通常是抛物面或椭圆形。然而,他们两个都不能满足实际情况的要求。因此,广泛使用的自由形式反射器(FFR)。在本文中,提出了一种设计FFR的新方法,其方便快捷。要进行计算机辅助模拟,应首先选择某些光源。通常,光源像Lambertian发射器这样的行为是建模的。为了检查这种方法的正确性,自行车灯根据这种方法设计,看看它是否可以满足德国标准的要求,这将在稍后将在文本中引入。该标准需要特定的照度值在测试屏幕处具有距离源10米的特定点。仿真结果令人兴奋,可以满足所有要求。例如,在所获得的值为10.421X的点(0,0)处预期101X,在光源的总光通量为421M的条件下,FFR的反射率为0.8。该方法具有一定的普遍意义,可以为其他照明系统的设计提供参考。

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