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PV Generator Driven First Order Circuit - Transient Analysis using LambertWFunction

机译:PV发电机驱动的一阶电路-使用LambertWFunction进行瞬态分析

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The study of dynamic behaviour of circuits containing one or more energy-storing circuit elements powered by photovoltaic (PV) generator has been an intriguing aspect to the PV module design engineer. A PV module constitutes a special power source that has a transcendental current-voltage relationship. As can be expected this makes the transient response analysis for such circuits far more complicated than the conventional power source. Methods and models have been suggested to study the transient behaviour of such circuits. Earlier works on first order circuits have assumed that there are no current leakage losses in the form of Shunt resistance for a PV generator. In absence of an exact closed form solution for the transcendental current-voltage relations of a PV generator, these methods approximately describe the transient behaviour both quantitatively and qualitatively. Here we present an approach that uses exact closed form solutions based on Lambert W function, having incorporated finite value of shunt resistance for the PV generator.
机译:对包含一个或多个由光伏(PV)发电机供电的储能电路元件的电路的动态行为的研究一直是PV模块设计工程师关注的一个方面。 PV模块构成具有超越电流-电压关系的特殊电源。可以预期,这使得这种电路的瞬态响应分析比常规电源复杂得多。已经提出了方法和模型来研究这种电路的瞬态行为。一阶电路的早期工作假设PV发电机没有分流电阻形式的电流泄漏损耗。在没有精确的闭合形式的解决方案来解决PV发电机的超越电流-电压关系的情况下,这些方法在数量和质量上大致描述了瞬态行为。在这里,我们提出一种使用基于Lambert W函数的精确封闭形式解决方案的方法,该方法为PV发电机引入了有限的分流电阻值。

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