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Wavelet Mutation based JAYA Optimization Algorithm for Global Maximum Power Peak Searching for Partially Shaded Solar PV Panel Condition

机译:基于小波变异的JAYA优化算法在部分遮蔽太阳能光伏板条件下的全局最大功率峰值搜索

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In this manuscript, a novel `Wavelet Mutation based JAYA Optimization (WMJO), algorithm is developed for GMPPS (Global Maximum Power Peak Searching) for partially shaded solar PV (Photovoltaic) panel condition. In classical GMPPS algorithms like Particle Swarm Optimization, Differential Evolution, Genetic Algorithm, etc., the major issues are, longer searching time during dynamic change condition, and computational complexity. The mitigation of these issues is the key contribution of this developed WMJO algorithm. In WMJO algorithm, the searching particles are pushed towards the global maximum peak by JAYA optimization algorithm, and the concept of Wavelet Mutation (WM) is used to explore the solution space. Therefore, the hybridized form of JAYA optimization algorithm and WM, WMJO algorithm searches GMPP (Global Maximum Power Peak) very accurately, which enhances the GMPPS efficiency in a steady-state condition. Moreover, in every iteration for dynamic condition detection, here an envelope of power is created, where the range is 5% below the lowest value of worst power and 5% above the highest value of the maximum achieved power in that iteration. In dynamic solar irradiance change condition, the envelope of power detects the situation and accordingly explores the searching particles to quickly capture the GMPP zone. Both these tactics increase the tracking efficiency in steady-state condition as well as decreases the GMPPS duration in dynamic irradiance change condition. The performance of WMJO algorithm is evaluated on different types of characteristics of solar irradiance pattern, through MATLAB simulation.
机译:在此手稿中,针对部分阴影的太阳能PV(光伏)面板条件,针对GMPPS(全局最大功率峰值搜索)开发了一种新颖的基于小波变异的JAYA优化(WMJO)算法。在经典的GMPPS算法(例如粒子群优化,差分进化,遗传算法等)中,主要问题是动态变化条件下的搜索时间较长以及计算复杂性。这些问题的缓解是此已开发的WMJO算法的关键贡献。在WMJO算法中,通过JAYA优化算法将搜索粒子推向全局最大峰值,并使用小波突变(WM)概念来探索解空间。因此,JAYA优化算法和WM,WMJO算法的混合形式可以非常精确地搜索GMPP(全局最大功率峰值),从而提高了稳态条件下的GMPPS效率。此外,在每次用于动态状态检测的迭代中,都会创建一个功率包络,其中该范围是该迭代中最差功率的最低值的5%以下和最大实现功率的最大值的5%以上。在动态太阳辐照度变化条件下,功率包络会检测到这种情况,并相应地探索搜索粒子以快速捕获GMPP区域。这两种策略都提高了稳态条件下的跟踪效率,并减少了动态辐照度变化条件下的GMPPS持续时间。通过MATLAB仿真,针对不同类型的太阳辐照度特征,评估了WMJO算法的性能。

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