槽道壁面多障碍物绕流的数值模拟

槽道壁面多障碍物绕流的数值模拟

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大小:2.15 MB

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时间:2019-05-19

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1、AbstractLargeeddysimulations(LEs)wereperformedonachannelflowwithtworectanglecylinderlnountedonitsbotomwall.OurresultsagreeweUwithrelativeex详rimental朋dnumericalsimulation邝sults,whichvalidatethepossibilityofLEStosimu1atethe3一DcomPressiblenowpassovermultivlecylinders.B歇祀donthePractlcalb朗kg

2、旧und,theinfluencesofthecslinderheightonthechanndflo、vhavebeensimu』ated.0址。u幻nencalresultssbowedthat初th由eincre别记ofcylinderheight,thecylinderwakebecomesinstable,阳dresultsinacomPlexflowlleld,thevortexdifilslonandsePaJ旧tionincre歇记.从币entheheightofthecylinderlargethimati廿esholdva】ue,no】argevo

3、rtexoccurs.Moreover,Whenthedistane忱t叭七en七份0cy1indersissmalcomParedtotheirheigh丸thewakeoftheuPstreaJ的crlinder币nshedevnbeforeitgrowing即.Ontheother压川d,thedragcoeficientofuPstre别mCylinderispositiveand而哭squicklywiththeincreaseofitshei纵however,thedragof~ndcylinderisnegativeanditsoscinationamP

4、】而deaugnlentswiththeincreaseofitsheight.To1mProvethedragforceofsecondCylinder,itmaykePthe即stre别旧cylinderheightcons。口tandincre出记thebeightofthesecondole.Ourcalco】aledresultsdisPlaythatwiththelOcre别记ofits址ight,thedr昭coeficieni而ses目50,即dwhentheheightbecomehZ月柑6,itsaverageval加幻uctuatesataroU

5、nd一0.05,山erefore,itispossibletolinpr0vetheirdragcoeficient幼山theadjustoftheheightof朋condcylinder.hithistheiss,theinflucenesofavanationofdi劝anCebetweentwocylindors、vereaisosimula宜ednu〔。encally,andourresultsdiscl。义dthat,withasmaldis。叮ce印mParedtotheheightofthecylinderhei纵由e比isnoobviousvodex

6、sheddingattherearoftheupstreamcylinder.However,with1he1na限田姆ofthedlstance,avortexsheddingo(£.rs,即dthev0rtexshedswhenitssizebecomc1别笔e.T五eshededvo川Lexjnteracts俪lhthedownstreamvortexes云omthe别沈ondcylinder,whichmakethenow印mPlex.从七即thedis栩盯cebecomelarge,thevortexlnteractlonbetween。刃ocylinder

7、sdecre别犯5,butthenowisstillcomPlicated.TbedmgcoeficientofuPstre田刀cylinder而seslowlywiththeincreaseof阮distan沈即dthedragcoe伍cientofthesecondcyllnderdecrea‘e‘·Keywords:Large一Ed勿一Simulation(LES),3一Dturbulentchanelflow,rectanglecylinde毛comPressibleflow声明本学位论文是我在导师的指导下取得的研究成果,尽我所知,在本学位论

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