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Publié par | technische_universitat_kaiserslautern |
Publié le | 01 janvier 2008 |
Nombre de lectures | 21 |
Langue | English |
Poids de l'ouvrage | 2 Mo |
Extrait
Modelling and Multicriteria
Optimization of the Web Formation
in a Spunbond Processes
Héctor Raymundo Flores Cantú
Vom Fachbereich Mathematik
der Technischen Universität Kaiserslautern
zur Verleihung des Akademischen Grades
„Doktor der Naturwissenschaften“
(Doctor rerum naturalium „Dr. rer. nat.“)
genehmigte Dissertation.
1. Gutachter: PD Dr. habil. Karl-Heinz Küfer
2. Gutachter: Prof. Dr. Andreas Meister
Vollzug der Promotion: 12. Juni 2008
D 386...porunaniojosnade~tristes.AcknowledgmenHanne,ofdtsWillyIswwhoanAntmemtoyexpressourmnotyAlexandergratitudeasquez,toterfeld,Dr.SernaKarl-HeinztheKoeringadviseuferyforygivingenmetothemeop-herrer,pVortunithaelyntoaulwIvorkallinersthisdepartmeninITWMterestingalwprotheject,criticism.toallthewhoCONAinCYTto(Consejois,NacionalIdespCienciayymoreTthisecnologia)ScforThomastheRafaeleceloMicnomicMonz,atholWinsuppPortMikiin,theanformandoftheabscofholarshipoptimizationandttothetheforFmeraunhoferaITWMsforrequiredoand/orerinThankgtomemafriendswmadeonderfultimewGermanorkplace.fruitful,IGowwhoanevtwhentoamthankandspeciallyeciallymMicwifehaelsueredScthanhrduringoder,time.AbstractThisdissertationinsteps;thedealsnonwiththethetoodelpdierentosedimizationmethoofprothenwedebcessformationvininatinspunx-btierondosedproortcessosedforductionthepresenprooductiontheofthearticialrfabrics.nonAandmathematicalAmowdelandofistheapprproncessaretoisalternativpresenareted.naBasedandondecisiontheThemoisdelparticulartcesswresultsofunctionskindvoflvattributesontomobofeprooptimizedaareeconsidered,linear,thoseconrelatedexwithnonthetiable.qualistrategyttyooexplorationfcontheuation,fabricpropandtothoseodescribingimatetheumericallystabilitPyfronofandtheeprodsductionpropprotocess.vigateThesetproblemsuppfallstheinmakingthecess.mpropultstrategyicriteriaappliedandadecisionpromakingproframewandork.umericalTareheted.ContentsMate.ss1.In15tro.ductiondel1Generating1.1.Moti.v.ation......for.........................e.......ce.........y.....15..1.1.2.Relatyed.Problems....Mo.......22.cess.....for...e.of...Fleece...........3.3.1..........2Fleece1.3.Multicrit.eria.and.Decision.Making..Pro.y...........2.4...............34211.4DepOutline............Deterministic.the.........3.2.1.Dep.Single.....3.2.2.Dep.Ro.....32.F.........3.3.y....6.2.The.Pro.duction.Pro.cess.11.2.1.Non.w.o36v.ens....2.3.1.Qualit.........................2.3.2.ce.Stabilit......................12172.2QualitSpunConictb.ond.Pro.cess....................18.Mathematical.del.3.1.rial.osition....................13.2.2.1.Spinn3.2iMonofgProand.W.eb.F.ormation........24.Fib.r.osition.a.Spinneret.........25.Fib13r2.2.2ositionBondingaProwcessSpinnerets.........3.2.3.the.inal.................33.Flee.Homogeneit........14.2.3.Qualit.y.of.the.Pro.cess..36.Clouds.............................iiiCONTENTS3.3.2Stripnd5.2.2.es5.1.1.ulation.uation.......Ev.....areto.....Program.........95.........n.Optimal...Distribu......39.3.3.382Ships..87.Heuristic.....h.......3.......Discrete.Error...Appro...Scalar.......ulation.78.......5.2.1..42.3.4ximationCon.trol.POptimizarameters......teger.ull.Optimization.........5.4.2.................Con.ds..........43643.4.1ximationRadialterpDistribution.Discret.ization4.4.ron.and.....70.73.Distribution..........43F3.4.2theShiftsionSyncOptimalhronization..............In.orm.......ourier...........F..44.3.5.Sensitivit.y.Analysis....Mixed.F.the.87.for.........5.4.1.Algorithm.........attern.............Nelder-Mead..44.3.5.1.The.Condition9Num.b.er..6.4.2.tin.Metho.........................4.3.Appro45a3.5.2InMoolationdel.Sensitivit.y....66.P.F.tier.ximation.Exploratio...........5.Optimization.5.1.Radial............50.3.5.3.Comparing.Analytic.vs75StoLPcormhasticforSensitiviRadialttyOptimization.5.2.Shifts........55.3.6.Optimiza.tion.of.the.Pro.c.ess..79.Mixed.teger.F.ulation...........80.F.Appro..............56.4.Optimization.with5.3MultipleullCriteriaation57.4.1.Multi.criteria.Concepts..................5.3.1.In.Program.orm.for.F.Problem.5.4.s.Scalar..........5.8.4.1.1.P90arametrizationAnofolutionarythe.P.areto.Set..........91.P.Searc..........60.4.1.2.KKT.Conditions........5.4.3.Algorithm...................9CONTENTSiii6erturbations..AionDecision.Supp.ort.System.10.3arameters6.1.Decision.Making........Results.......5...erturbations.and.....Distribution.........i...h...rac...y..104.6.1.1.MoSensitivitd.e.l7.2.1Driv.en.Decisioln.Suppotalort.Systems....i.....Homogeneit...32....105.6.2RadialP.areto.F.ronPtierAlgNa.vigation..1.areto.....8.Fixed.............Computing.............Distribution106.6.2.1.Visualization.and7.2.2ConntroleedWidgets....7.2.3.y...........7.3.aramete....106.6.2.2.Selection7.4fromthea.Database......Fixed.............7.4.2.ist.utio.........7.4.311f0ern6.2.3Nelder-W.eigh.ts.V.ariation....7.5.the.ron...........145.7.1.3.P..................1.10.6.2.412Setting7.2Goalsthe.y.....................125.Radial.P.............126.Shifts.Rotatio.a111Sp6.2.5PImpro.ving.a.V.alue128FTunctionSensitivit.......................130.Radial.P.r.zation113.7.Numerical.Results.117.7.1.Sim.u130lOptimizatationofofFleecetheyPro.cess..........1.7.4.1.Shifts.........................132.Fixed118D7.1.1rDirectbSimnulation.of.the.Pro.cess........135.Numerical.o.the.att.Searc.and.Mead.orithms..120.7.1.2.F.aster.Ev.aluations..........37.T.king.P.F.tier...................140.Conclusions1Bibliograph24147ivCONTENTSChapter1Inewn,dierentrotensitductiontensities.1.1wMotiveationlineImagineofthetsproblemesoftpaineednhting.aAslongtswwithall.ords,Itmaterialdots.esuniformlynotwseemseactothebte,athedicultcolorproblem,ybutouronlyisbbrushecausetItrahatvotheretnotpainyappliedetspspbrusheoci