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A new approach for obtaining angular acceptance function of non-perfect parabolic concentrating collectors

机译:一种获取非理想抛物线集中器角接受函数的新方法

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A new approach to calculate the angular acceptance function of cylindrical parabolic collectors has been developed. The procedure is rapid, simple and enables obtaining the acceptance function with or without absorber deviations. In a simple way, it registers the view angle of an eye slipping along the reflector surface. In case there are deviations, as a result of loss of symmetry, the function splits into four branches: two for the right and left hand side of the reflector section and two for the left and right hand side of the light cone reaching the aperture. As a result of deviations some branches are affected by windows where sun light escapes, reducing the optical efficiency of the collector. Deviations are computed as: (a) distance (d) between parabola focus and deviated absorber center and (b) rotation angle of the absorber (omega). Examples of perfect and non-perfect collectors are given and a variety of situations simulated: distance (d) varying between 0 and 1.0*Rabs and rotation angle (omega) between (-90 degrees) and (+90 degrees). A procedure to generate angular acceptance functions monotonically decreasing with the view angle is described and discussed. Results are exposed as sensitivity curves where the main parameters of the angular acceptance function are registered. The method described enables to map a large variety of optical configuration errors, which can be used for quality tests, design procedures and collectors development. Non parabolic geometries can also be treated with a similar procedure, showing that the method developed is a general and versatile approach. (C) 2017 Elsevier Ltd. All rights reserved.
机译:已经开发出一种新的方法来计算圆柱抛物面收集器的角度接受函数。该过程是快速,简单的,并且能够获得具有或不具有吸收体偏差的接收功能。它以一种简单的方式记录了沿反射镜表面滑动的眼睛的视角。在由于不对称而导致偏差的情况下,该功能分为四个分支:两个分支用于反射器部分的右侧和左侧,另外两个分支是到达孔口的光锥的左侧和右侧。由于偏离的结果,一些分支会受到阳光逸出的窗户的影响,从而降低了集光器的光学效率。偏差计算如下:(a)抛物线焦点与偏离的吸收体中心之间的距离(d),以及(b)吸收体的旋转角度(Ω)。给出了完美和不完美收集器的示例,并模拟了多种情况:距离(d)在0和1.0 * Rab之间变化,旋转角度(Ω)在(-90度)和(+90度)之间。描述并讨论了生成随角度单调减小的角度接受函数的过程。结果显示为灵敏度曲线,其中记录了角度接受函数的主要参数。所描述的方法能够映射多种光学配置错误,这些错误可用于质量测试,设计程序和收集器开发。非抛物线形的几何形状也可以用类似的方法处理,这表明开发的方法是通用且通用的方法。 (C)2017 Elsevier Ltd.保留所有权利。

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