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首页> 外文期刊>Journal of The Institution of Engineers (India): Series B >Analyzing the Effect of Multi-fuel and Practical Constraints on Realistic Economic Load Dispatch using Novel Two-stage PSO
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Analyzing the Effect of Multi-fuel and Practical Constraints on Realistic Economic Load Dispatch using Novel Two-stage PSO

机译:使用新型两阶段PSO分析多种燃料和实际限制因素对现实经济负荷分配的影响

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摘要

In power system restructuring, pricing the electrical power plays a vital role in cost allocation between suppliers and consumers. In optimal power dispatch problem, not only the cost of active power generation but also the costs of reactive power generated by the generators should be considered to increase the effectiveness of the problem. As the characteristics of reactive power cost curve are similar to that of active power cost curve, a nonconvex reactive power cost function is formulated. In this paper, a more realistic multi-fuel total cost objective is formulated by considering active and reactive power costs of generators. The formulated cost function is optimized by satisfying equality, in-equality and practical constraints using the proposed uniform distributed two-stage particle swarm optimization. The proposed algorithm is a combination of uniform distribution of control variables (to start the iterative process with good initial value) and two-stage initialization processes (to obtain best final value in less number of iterations) can enhance the effectiveness of convergence characteristics. Obtained results for the considered standard test functions and electrical systems indicate the effectiveness of the proposed algorithm and can obtain efficient solution when compared to existing methods. Hence, the proposed method is a promising method and can be easily applied to optimize the power system objectives.
机译:在电力系统重组中,电力价格在供应商和消费者之间的成本分配中起着至关重要的作用。在最佳功率分配问题中,不仅应考虑有功发电的成本,还应考虑发电机产生的无功功率的成本,以提高问题的有效性。由于无功成本曲线的特性与有功成本曲线的特征相似,因此拟定了非凸无功成本函数。在本文中,通过考虑发电机的有功和无功功率成本,制定了更现实的多燃料总成本目标。使用所提出的均匀分布两阶段粒子群算法,通过满足等式,不等式和实际约束来优化制定的成本函数。所提出的算法是控制变量的均匀分布(以良好的初始值开始迭代过程)和两阶段的初始化过程(以较少的迭代次数获得最佳最终值)的组合,可以提高收敛特性的有效性。对于标准的测试功能和电气系统,获得的结果表明了所提出算法的有效性,并且与现有方法相比可以获得有效的解决方案。因此,所提出的方法是有前途的方法,并且可以容易地应用于优化电力系统目标。

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