Boosting Kernel Search Optimizer with Slime Mould Foraging Behavior for Combined Economic Emission Dispatch Problems  

作　　者：Ruyi Dong Lixun Sun Long Ma Ali Asghar Heidari Xinsen Zhou Huiling Chen 

机构地区：[1]College of Information and Control Engineering,Jilin Institute of Chemical Technology,Jilin,132000,China [2]School of Surveying and Geospatial Engineering,College of Engineering,University of Tehran,Tehran,1417935840,Iran [3]Key Laboratory of Intelligent Informatics for Safety&Emergency of Zhejiang Province,Wenzhou University,Wenzhou,325000,China

出　　处：《Journal of Bionic Engineering》2023年第6期2863-2895,共33页仿生工程学报（英文版）

基　　金：This research was supported by the Science&Technology Development Project of Jilin Province,China(YDZJ202201ZYTS555);the Science&Technology Research Project of the Education Department of Jilin Province,China(JJKH20220244KJ)。

摘　　要：Reducing pollutant emissions from electricity production in the power system positively impacts the control of greenhouse gas emissions.Boosting kernel search optimizer(BKSO)is introduced in this research to solve the combined economic emission dispatch(CEED)problem.Inspired by the foraging behavior in the slime mould algorithm(SMA),the kernel matrix of the kernel search optimizer(KSO)is intensified.The proposed BKSO is superior to the standard KSO in terms of exploitation ability,robustness,and convergence rate.The CEC2013 test function is used to assess the improved KSO's performance and compared to 11 well-known optimization algorithms.BKSO performs better in statistical results and convergence curves.At the same time,BKSO achieves better fuel costs and fewer pollution emissions by testing with four real CEED cases,and the Pareto solution obtained is also better than other MAs.Based on the experimental results,BKSO has better performance than other comparable MAs and can provide more economical,robust,and cleaner solutions to CEED problems.

关 键 词：Combined economic emission dispatch Kernel search optimization Slime mould algorithm Valve point effect Greenhouse gases 

分 类 号：O17[理学—数学]