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Quantum-behaved bat algorithm for many-objective combined economic emission dispatch problem using cubic criterion function

机译:使用立方标准功能的多目标组合经济排放调度问题量子行为蝙蝠算法

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摘要

In this research, a quantum computing idea based bat algorithm (QBA) is proposed to solve many-objective combined economic emission dispatch (CEED) problem. Here, CEED is represented using cubic criterion function to reduce the nonlinearities of the system. Along with economic load dispatch, emissions of SO2, NOx, and CO2 are considered as separate three objectives, thus making it a four-objective (many-objective) optimization problem. A unit-wise price penalty factor is considered here to convert all the objectives into a single objective in order to compare the final results with other previously used methods like Lagrangian relaxation (LR), particle swarm optimization, and simulated annealing. QBA is applied in six-unit power generation system for four different loads. The obtained results show QBA successfully solve many-objective CEED problem with greater superiority than other methods found in the literature in terms of quality results, robustness, and computational performance. In the end of this paper, a detailed future research direction is provided based on the simulation results and its analysis. The outcome of this research demonstrates that the inclusion of quantum computing idea in metaheuristic technique provides a useful and reliable tool for solving such many-objective optimization problem.
机译:在本研究中,提出了一种基于量子计算思想的BAT算法(QBA),以解决许多客观组合的经济排放调度(CEED)问题。这里,使用立方标准函数来表示CEED以减少系统的非线性。随着经济负担调度,SO2,NOX和CO2的排放被认为是分开的三个目标,从而使其成为四目标(多目标)优化问题。在此考虑单位智能惩罚因素,以将所有目标转换为单个目标,以便将最终结果与拉格朗日放松(LR),粒子群优化和模拟退火等其他先前使用的方法进行比较。 QBA应用于六单元发电系统,用于四种不同的负载。所获得的结果表明,QBA成功地解决了许多目标CEED问题,比在质量结果,鲁棒性和计算性能方面的文献中的其他方法更高的优势。本文最后,基于仿真结果及其分析提供了详细的未来研究方向。该研究的结果表明,在成群质技术中包含量子计算思想提供了一种有用且可靠的工具,用于解决如此多目标优化问题。

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