Non_singular boudary integral method for deformable drops in viscous flows.pdf

Non_singular boudary integral method for deformable drops in viscous flows.pdf

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时间:2019-03-07

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1、Non-singularboundary-integralmethodfordeformabledropsinviscousflowsCIP-DATALIBRARYTECHNISCHEUNIVERSITEITEINDHOVENBazhlekov,IvanB.Non-singularboundary-integralmethodfordeformabledropsinviscousflows/byIvanB.Bazhlekov.–Eindhoven:TechnischeUniversiteitEindhove

2、n,2003.Proefschrift.–ISBN90-386-2774-2NUR978Subjectheadings:viscousflows/multiphaseflows/drops/bubbles/numericalsimula-tion/boundary-integralmethodCopyright°c2003byI.B.BazhlekovAllrightsreserved.Nopartofthisbookmaybereproduced,storedinadatabaseorretrievals

3、ystem,orpublished,inanyformorinanyway,electronically,mechanically,byprint,photoprint,microfilmoranyothermeanswithoutpriorwrittenpermissionoftheauthor.ThisthesiswaspreparedwiththeLATEX2"DocumentationSystem.PrintedbyUniversiteitsdrukkerijTUEindhoven,Eindhov

4、en,TheNetherlands.ThisresearchwasfinanciallysupportedbytheDutchPolymerInstitute(DPI),Proj.No.161.Non-singularboundary-integralmethodfordeformabledropsinviscousflowsProefschriftterverkrijgingvandegraadvandoctoraandeTechnischeUniversiteitEindhoven,opgezagvan

5、deRectorMagnificus,prof.dr.R.A.vanSanten,vooreencommissieaangewezendoorhetCollegevoorPromotiesinhetopenbaarteverdedigenopdinsdag7januari2003om16.00uurdoorIvanBlagoevBazhlekovgeborenteSeptemvri,BulgarijeDitproefschriftisgoedgekeurddoordepromotoren:prof.dr.

6、ir.H.E.H.Meijerenprof.dr.ir.F.N.vandeVosseCopromotor:dr.ir.P.D.AndersontoEmi,SvetlioandGalinsmnogoobiqContentsSummaryix1Introduction11.1Dropdynamics:approachestounderstanding................11.2Numericalmethodsforinterfacialflows....................21.3Bo

7、undary-integralmethods...........................41.4Purposeandlay-outofthethesis.......................52Mathematicalformulation72.1Introduction...................................72.2Mathematicalmodel..............................82.3Scalingofthegoverni

8、ngequations.......................92.4Modellingofdynamicthree-phasecontactlines...............122.5Boundary-integralformulation.........................162.6Conclusions...................................193Non-singularcont

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