考虑和不考虑阀门负荷影响的组合排放经济调度问题的完全收敛粒子群算法

Devinder Kumar, N. K. Jain, Nangia Uma
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引用次数: 1

摘要

大部分电力是由以碳为燃料的火力发电站产生的,这些火力发电站将二氧化硫、二氧化碳和氮氧化物等排放物进一步排放到环境中。学者们开始把研究工作集中在多目标负荷分配上。为了解决具有最大-最大价格惩罚分量的综合经济和多重排放调度方案,在考虑排放影响的情况下,引入了完全收敛粒子群算法(PCPSO),采用二次函数求解。在IEEE六承诺测试单元系统、十生成测试系统和四十生成真实测试系统三种不同的标准测试系统上实现该方法,并将结果与其他生物启发算法进行比较,以评价该算法的有效性。为此,我们在hp lab-top上使用4GB RAM在MATLAB 2015a环境中创建了一个软件。该技术增强了具有优异收敛特性的搜索工具,以最小的传输线损耗优化了不同功率需求下的二次成本和二次发射函数。考虑了各种实际约束,如斜坡速率限制、限制操作区域、功率平衡限制和承诺系统限制。考虑多燃料系统时要考虑传输损耗。该算法快速、可靠、高效,求解非凸问题所需时间短,效率高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Perfectly Convergent Particle Swarm Optimization for Solving Combined Economic Emission Dispatch Problems with and without Valve Loading Effects
The bulk of power is produced by carbon-fuelled thermal power stations, which discharge emissions like SO2, CO2, and NOx further into environment. Academics began concentrating their research work on many-objective load allocation. In order to resolve combined economic and multiple emissions dispatch scenarios with max-max price penalty component, this research introduces perfectly convergent particle swarm optimization (PCPSO) for addressing using quadratic functions, while considering the implications of emissions. Implementing this method on three different standard test systems, like the IEEE six-committed test unit system, ten generating test system, and forty generating real test system, and comparing the outcomes with other bio inspired algorithms, for the evaluation of this algorithm’s effectiveness. To do this, we created a software in the MATLAB 2015a environment on hp lab-top with 4GB RAM. This technique has enhanced search tools with excellent convergence characteristics, optimizing the quadratic cost and quadratic emissions functions at diverse power demands with minimal transmission line losses. Various practical constraints are taken into account, like limits of ramp rate, restricted operating zone(s), power balancing restriction, and limits of committed system. Transmission losses taken into account when considering a multi - fuel system. This algorithm is quick, reliable, and efficient, and it requires less time to solve non-convex problems with excellent efficiency.
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