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责任编辑类有关论文范文,与MultiplePeoplePickingAssignmentandRoutingOptimizationBasedonGeneticAlgorithm相关毕业论文怎么写

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rvethetopcindividuals.

9)Repeatthestepsfromthe4thtothe8thdescribedabove,untilitreachesthemaxgeneration(genmax).

10)Theend:OutputtheMsubarraysofthepopulationofthefinalgeneration,meanwhileexporttheobjectivefunctionvaluesofeachindividual.

3Thesimulationexperimentandresult

1)Supposethatinacertainperiodoftime,distributioncenterreceives20customerorders,thetotaltypesofgoodsinthe20ordersaccountsfor50whichlocatedinthefollowlocations:(1,1,10),(1,1,12),(1,1,15),(1,0,16),(1,0,18),(1,0,19),(1,0,20),(2,1,11),(2,1,13),(2,1,14),(2,0,15),(2,0,16),(2,0,18),(2,0,21),(3,1,8),(3,1,15),(3,0,16),(3,0,17),(3,0,21),(3,0,22),(3,0,23),(4,1,12),(4,1,14),(4,0,17),(4,0,18),(4,0,23),(4,0,24),(5,1,12),(5,1,13),(5,1,14),(5,0,15),(5,0,17),(5,0,18),(6,1,9),(6,1,10),(6,1,11),(6,1,14),(6,0,16),(6,0,17),(6,0,20),(6,0,22),(7,1,10),(7,0,16),(7,0,21),(8,1,10),(8,1,12),(8,1,15),(8,0,19),(9,0,16),(10,0,16);

2)Cordthe50locationswith0~49decimalnumbers.

3)ImporttheLocationinformationintotheprogram,Setupparametersasfollows:N等于100;M等于2,M等于3orM等于4;pc等于0.9;pm等于0.1;c等于40;genmax等于200.

WhenM等于2,theoptimalpathis:

[4,3,2,1,8,9,10,11,12,16,17,23,24,29,30,31,34,35,36,37,42,45,46,47,48,49,50],[5,6,7,15,14,13,22,21,20,19,18,28,27,26,25,33,32,41,40,39,38,44,43];Theshortestwalkingdistance:S等于518meters.

WhenM等于3,theoptimalpathis:

[7,6,5,1,2,3,4,15,14,13,8,9,10,11,12,16,17,22,21,20,19,18,23,24],[28,27,26,25,33,32,29,30,31,41,40,39,38],[44,43,48,49,50,45,46,47,42,34,35,36,37];Theshortestwalkingdistance:S等于306meters.

WhenM等于4,theoptimalpathis:

[31,30,29,23,24,17,16,12,11,10,9,8,4,3,2,1],[28,27,26,25,18,19,20,21,22,15,14,13,5,6,7],[50,49,48,43,44,38,39,40,41,33,32],[45,46,47,42,34,35,36,37];Theshortestwalkingdistance:S等于189meters.

4TheTag

Thispapertakesartificialpickingoperationsina(下转第57页)(上接第27页)certaindistributioncenterwhichhasdouble-areawarehouseasthestudyingobject.Establishesthemathematicalmodel,designsaheuristicalgorithmbasedonthegeicalgorithm,andobtainsagoodresult.However,thereisstillmuchroomforimprovement,theactualprocessoforder-pickingprocessismuchmoreplicatedthantheestablishedmathematicalmodel,therearemanyrestrictions,forexample,thepickingcartsmaybecapacityconstrained,workingefficiencyofdifferentworkerscannotbethesame,fewofthewarehousehasainerraticgeometricfigure,onlytakingthepickertraveldistanceasthemeasurestandardsisnotaccurateenough.Intheprocessoforder-batching,thesubmissionofcustomerordersisadynamicprocesswhichshouldalsobeconsideredwhencalculatingtheoptimalpath.Inaddition,thealgorithmitselfalsohassomedisadvantages,howtoexpeditetheconvergencerate,avoidthelocalconvergenceandmakeaneasycalculationalsoneedsfurtherstudy.【References】

[1]Drury,J..Towardsmoreefficientorderpicking[J].IMMmonograph,No.1.Cranfield,UK:TheInstituteofMaterialsManagements,1988.

[2]Sahni,S.&Gonzalez,T.L..P-pleteapproximationproblems[J].JournaloftheAssociationofComputerMachinery,1976(23):555-565.

[3]CHANFelixT.S,CHANH.K.ImprovingtheProductivityofOrderPickingofaManual-pickandMulti-levelRackDistributionWarehousethroughtheImplementationofClassbasedStorage[J].ExpertSystemswithApplications,2011(38):2686-2700.

[4]DeKker,R.,deKoster,R.,VanKalleveen,H.,&Roodbergen,K.J.Improvingorder-pickingresponsetimeatAnkor’swarehouseInerfaces[J].2004,34(4):303-313.

[5]Le-Duc,T.,&deKoster,R..Traveldistanceestimatedandstoragezoneoptimizationina2-blockclass-basedstoragestrategywarehouse[J].InternationalJournalofProductionResearch,2005,43(17):3561-3581.

[6]LiShizhen,DuWenhong.Theclusteringanalysisoftheorder-batchingpickingmodelbasedonheuristicalgorithm[J].Packagingengineering,2008(12):5-9.

[7]LiYanru.Orderpickingreal-timeschedulingproblembasedongeicalgorithm[J].Packagingengineering,2011,32(13):97-101.

[8]LiZhen,HuQingdong.Researchonartificialpickingrouteoptimizationbasedonnichegeicalgorithm[J].Logisticstechnology,2011(6):95-98.

[9]WangHong,FuZhuo.Researchondouble-areawarehousepickingrouteoptimizationbasedongeicalgorithm[J].ComputerengineeringandApplications,2009,45(6):224-228.

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