Study of Tent Map Differential Evolution Algorithm for optimal Reactive Power Planning in Power Systems

K. R. Vadivelu, G. Marutheswar, S. Munisekhar
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Abstract

Optimal Reactive Power planning (ORPP) is one of the highest exciting complications in power systems. Dissimilar methods including classical and experimental methods have been utilized to address the problem successfully. It is detected that achievement of heuristic techniques largely be contingent on the selection of some user control parameters. Numerous turns are essential to discovery the optimal values of control parameters. Again these parameters are usually problematic needy. In other words, for different problems these parameters are to be selected separately. A wrong parameter selection may even lead to premature convergence. No particular rule is available for setting these parameters. A new improved hybrid algorithm for optimal reactive power planning (ORPP) problem combining with chaos theory is proposed in this paper. A self-adaptive parameter automation strategy is adopted is this paper. For the present work, tent map chaotic sequence is used and the proposed technique is termed as tent map differential evolution (TMDE). The possible locations for installation reactive power compensating devices are found using New Voltage Stability Index (NVSI) method. Minimization of loss and system cost are taken into account in problem formulation. The planned algorithm is beneficial on IEEE-30 bus system in order to verify its success and efficiency. A comparison result with other recent methods is presented which shows the capability of the proposed technique in producing good quality solutions
电力系统最优无功规划的帐篷图差分进化算法研究
最优无功规划(ORPP)是电力系统中最令人兴奋的难题之一。不同的方法,包括经典方法和实验方法,已经成功地解决了这个问题。发现启发式技术的实现很大程度上取决于一些用户控制参数的选择。为了找到控制参数的最优值,需要进行大量的旋转。同样,这些参数通常是有问题的。换句话说,对于不同的问题,这些参数要分别选择。错误的参数选择甚至可能导致过早收敛。没有特定的规则可用于设置这些参数。结合混沌理论,提出了一种新的改进的混合算法来求解最优无功规划问题。本文采用自适应参数自动化策略。本研究采用帐篷图混沌序列,提出的技术被称为帐篷图差分进化(TMDE)。采用新电压稳定指数(NVSI)方法确定无功补偿装置的可能安装位置。最小化损失和系统成本被考虑在问题的制定。将该算法应用于IEEE-30总线系统,验证了算法的有效性和有效性。并与其它方法进行了比较,结果表明该方法能够得到高质量的解
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