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ID:32061143
大小:1.05 MB
页数:67页
时间:2019-01-31
《基于引力搜索算法的水火电短期优化调度方法》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、华中科技大学硕士学位论文NSGSA-CM算法有更好的全局优化性能,在满足所有约束的情况下获得了较小的燃煤成本与污染气体排放。可知,文中的算法与约束处理策略解决水火电系统短期调度问题是可行和有效的。关键词:水火电系统;节能环保;多目标优化;引力搜索算法;约束处理策略III万方数据华中科技大学硕士学位论文AbstractTheshort-termhydrothermaloptimalschedulinghashugeeconomicbenefitsinelectricpowersystemoperation,soitisalwaysahotissuefo
2、rresearchers.Inthepowersystemschedulingproblem,thetraditionalmathematicalmodelonlyconsidersmaximizingtheeconomicincome,theobjectiveoftheproblemismakingfulluseofthehydraulicresourceandminimizingthefuelcostofthermalplants.Withtherapiddevelopmentofmodernsociety,theenergyshortagean
3、denvironmentproblembecomeserious,energyefficiencyandenvironmentalprotectionarethenevitablechoiceforthestrategyofsustainabledevelopment.Itissignificanttotaketheemissionasoneoftheobjectivesofhydrothermalschedulingproblem.Researchershaveproposedmanyoptimizationstochasticsearchalgo
4、rithmsforsolvinghydrothermalschedulingproblem,butmostofthesealgorithmssufferfromprematureconvergence,andthestrategyofconstraintshandlingisrarelydeveloped.Thispaperimprovesthesearchperformanceofthegravitationalsearchalgorithm,andproposesthemulti-objectivegravitationalsearchalgor
5、ithmtosolveshort-termeconomic/environmentalhydrothermalscheduling.Themainworksofthispaperaredescribedasfollows:1)Inordertoovercomethedrawbackoftheprematureconvergence,thepaperproposesanimprovedgravitationalsearchalgorithm(IGSA).Firstly,thepaperintroducesparticlememorycharactera
6、ndpopulationsocialinformationinvelocityupdateprocess.Andachaoticmutationisadoptedtoenlargethesearchdirectionfromtheregionnearthelocaloptimaltotheglobalfeasibleregion,whichimprovestheperformancetofindtheglobaloptimalsolution.Furthermore,IGSAutilizesarulebasedonselectionoperatorf
7、orpopulationevolution;itensuresthepopulationalwaysevolvestowardstheglobaloptimalsolution.Todealwiththemulti-objectiveoptimizationproblem,byintroducingtheconceptofnon-dominatedsortingandcrowdingdistance,thispaperdevelopsanon-dominatedsortinggravitationalsearchalgorithmwithchaoti
8、cmutation.ThetestsofbenchmarkproblemsprovethatNSGSA-CM
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