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STEP-TRACKING PROGRAM SYNTHESIS OF AN AZIMUTH TRACKED CONCENTRATING PHOTOVOLTAIC (CPV) SYSTEM

机译:方位跟踪集中式光伏(CPV)系统的分步跟踪程序合成

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For the optimal working of the concentrating photovoltaic systems (CPV), these are usually tracked, and the accuracy required in following the sun path is much higher than in non-concentrating system. The paper focuses on the synthesis of the optimal step tracking program of an azimuth tracking system, used for accurate tracking of a CPV system. The paper presents the synthesis modelling algorithm and the numerical simulations for a CPV system, orientated with an azimuth tracking system, implemented in the mountain region as a case study in Brasov area, Romania, using the specific location parameters, considering the ideal (clear sky) and the in-field conditions. To find the optimal tracking program for the azimuth tracked CPV system following stages have to be followed: 1) the optimal daily motion estimating; 2) the optimal elevation angle estimating 3) the tracking algorithm optimization, by reducing the number of motions/building seasons (optimal number of days with the same orientation program) and 4) the year division into adequate seasons depending on the elevation angle variation (α*). The results obtained from the numerical simulations are: the year is divided into 100 seasons for which the daily motion has a step duration of 8 minutes (for 36 seasons) and 4 minutes (for 65 seasons) and the elevation motion has a step duration of 8 minutes for all the seasons.
机译:为了使聚光光伏系统(CPV)达到最佳工作状态,通常会对其进行跟踪,并且遵循太阳路径所需的精度要比非聚光系统高得多。本文着重于对方位跟踪系统的最佳步进跟踪程序进行综合,用于对CPV系统进行精确跟踪。本文介绍了以方位角跟踪系统为导向的CPV系统的综合建模算法和数值模拟,以罗马尼亚布拉索夫地区为例,在山区采用特定位置参数,并考虑了理想(晴朗的天空) )和现场条件。为了找到方位跟踪的CPV系统的最佳跟踪程序,必须遵循以下步骤:1)最佳每日运动估计; 2)最佳仰角估算3)跟踪算法优化,方法是减少运动/建筑季节的数量(在相同定向程序下的最佳天数),以及4)根据仰角变化将年份分为适当的季节( α*)。从数值模拟获得的结果是:将年份分为100个季节,其中每日运动的步长为8分钟(对于36个季节)和4分钟(对于65个季节),而高程运动的步进时间为整个季节8分钟。

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