利用优化技术解决可再生集成微电网经济调度问题的新方法

K. Manikandan, R. Scholar, Sivakumar Sasikumar, Rajendran Arulraj Associate Professor
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摘要

介绍。可再生集成微电网考虑了几种分布式能源,即光伏电站、火力发电机组、风力发电厂和热电联产。由于电力系统规模较大,经济调度问题是一个复杂的操作。由于包含了许多约束条件,目标函数变得非线性。考虑商业区域的小时需求进行经济调度,并考虑5种组合来寻找满足需求的最优解。提出了一种新颖的方法,采用麻雀搜索算法求解经济负荷调度问题,以最小的成本获得较好的收敛性和准确性。目的。对可再生集成微电网进行经济调度,以确定微电网中所有分布式能源的最优输出,以尽可能低的成本满足负荷需求。方法。将麻雀搜索算法与粒子群优化、遗传算法等算法进行比较,证明其比粒子群优化、遗传算法和传统拉格朗日方法更有效。结果。这五种组合分别是:无太阳能发电和热电联产、无太阳能和风能发电、包括所有分布式能源的发电、无风力发电和热电联产、无热力发电机的发电。实用价值。所提出的优化算法对以最小的燃料来确定满足商业区域大需求的最优发电具有很大的支持作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novelty approach to solve an economic dispatch problem for a renewable integrated micro-grid using optimization techniques
Introduction. The renewable integrated microgrid has considered several distributed energy sources namely photovoltaic power plant, thermal generators, wind power plant and combined heat and power source. Economic dispatch problem is a complex operation due to large dimension of power systems. The objective function becomes non linear due to the inclusion of many constraints. Hourly demand of a commercial area is taken into consideration for performing economic dispatch and five combinations are considered to find the best optimal solution to meet the demand. The novelty of the proposed work consists of a Sparrow Search Algorithm is used to solve economic load dispatch problem to get the better convergence and accuracy in power generation with minimum cost. Purpose. Economic dispatch is performed for the renewable integrated microgrid, in order to determine the optimal output of all the distributed energy sources present in the microgrid to meet the load demand at minimum possible cost. Methods. Sparrow Search Algorithm is compared with other algorithms like Particle Swarm Optimization, Genetic Algorithm and has been proved to be more efficient than Particle Swarm Optimization, Genetic Algorithm and Conventional Lagrange method. Results. The five combinations are generation without solar power supply system and Combined Heat and Power source, generation without solar and wind power supply systems, generation including all the distributed energy sources, generation without wind power supply system and Combined Heat and Power source, generation without thermal generators. Practical value. The proposed optimization algorithm has been very supportive to determine the optimal power generation with minimal fuel to meet the large demand in commercial area.
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