NASA NACA-RM-L53H21-1953 Investigation of Reynolds number effects for a series of cone-cylinder bodies at Mach numbers of 1 62 1 93 and 2 41《当马赫数为1 62 1 93和2 41时 雷诺数对一系列圆锥汽缸体影响的研究》.pdf
《NASA NACA-RM-L53H21-1953 Investigation of Reynolds number effects for a series of cone-cylinder bodies at Mach numbers of 1 62 1 93 and 2 41《当马赫数为1 62 1 93和2 41时 雷诺数对一系列圆锥汽缸体影响的研究》.pdf》由会员分享,可在线阅读,更多相关《NASA NACA-RM-L53H21-1953 Investigation of Reynolds number effects for a series of cone-cylinder bodies at Mach numbers of 1 62 1 93 and 2 41《当马赫数为1 62 1 93和2 41时 雷诺数对一系列圆锥汽缸体影响的研究》.pdf(22页珍藏版)》请在麦多课文档分享上搜索。
1、r-1I,I/REYIfJOIiDSNUMBERcMsmIKuDmuMENTEFFECTS FOR A SERLESMACHNUMBERSINVESTIGATIONOFOF CONE-CYLINDER BODIESATOF 1.62,1.93,AND 2.41By Carl E. GrigsbyandEdmundL. OgburnLangleyAeronauticalLaboratoryLangleyField, Va,NATIONALADVISORY COMMITTEEFOR AERONAUTICSWASHINGTON .October7, 1953Provided by IHSNot fo
2、r ResaleNo reproduction or networking permitted without license from IHS-,-,-IIi- -.-._. - - . . . . . . . . - _ - - ,. . . . . . . _ IIIW,r.Provided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-ID NACARML53H21 - /coNFIhowever,theseforcesarebelievedtobesma
3、ll,especiallyformcdel2.PrecisionofDataA1l-mcdelsweremaintainedwithin0.15ofzeropitchandyawwithrespecttothetunnelsidewalkandcenterline,respectively.Previousmeasurementsoftheflowangularityinthetunneltestsectionhaveshownnegligibledeviations.Theetiimatedaccuraciesofthetestvariablesandmeasuredcoefficients
4、aregiveninthesubsequenttable.Valuesaregivenforatunnelstagnationpressureof30in. Hg. Theaccuraciesofthecoefficientsarefunctionsofthestagnationpressureandincreasewithdecreasingstagnationpressm.Machnmber,M. . . . . . . . . . . . . . . . . 0.01Reynoldsnumber,R,perin. . . . . . . . . . . . to.oo)+xIobTota
5、l-dragcoefficient, . . . . . . . . . . . . . . . . 0.003Forebdypressure-dragcoefficient, . . . . . . . . . . 0.(x12Base-dragcoefficient,c. a71 . . . . . . . . . . . . . . . . .30.002RESULTSANDDISCUSSIONTotalad BaseDragThetotal-dragcoefficientsforallmodelsareshownforvaryingReynoldsnmtirat M . 2.41 in
6、figure3. ThesedataaretypicsloftheresultsobtainedattheothertestMachnunibers.Thecorrespondingbase-dragcoefficientsareshowninfigure4. Formodel8, the reflected=3. . .Provided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-6 -” -c5iiimFmmL .-”J NACARML53H21nosesh
7、ockenteredthewakeatapositionsuchthatthebasedragwasaffected(seeref.10). Thevariationofboththebase-andtotal-dragcoefficientswithReynoldsnumberistypicalofthevariationshowninpreviousresultsforthistypeofconfiguration.Theeffectsofbothmcdelfinenessratioandhkchnumberuponbasepressureforthesecon-figurationsha
8、vebeendiscussedinreference9.ForebodyPressureDragTypicalpressuredistributionsovertheconicalportionofmodel8at M =2.41 areshowninfigure. ThesedistributionsateachReynoldsnumberwereintegratedtoobtaintheforebodypressure-dragcoefficientsshowninfigure6. Itcanbeseenthattheforebodypressuredragisrela-tivelyind
9、ependentofReynoldsnumberattheMachnumberstested.TheexperimentalresultsarealsocomparedwiththevaluesfromthetablesofsolutionstothetheoryofTaylorandMaccollgiveninreferenceI-1.Theexperimentalresultsareabout6 percenthigherthantheoreticalresultsat M = 1.62, “in goodagreementat M = 1.93 andabout4percentlower
10、at M = 2.41.Skin-FrictionCoefficientTheskin-frictiondataresultsleftmuchtobedesiredwithregardtoaccuracyandscatteroftheresults;consequently,onlytypicslresultsat M = 2.41willbepresented.Theskin-frictioncoefficientswereobtainedinthe-followingmsmner:(1)Theresultsat M = 2.41 areshowninfigurel.Alsoshowninf
11、igure7are the followingtheoreticalresultsforlaminarflow:theflat-plateincompressibleresultofBlasius,thecompressibleresultofChapmanandRubesin,andtheflat-platevaluescorrectedtothecone-cylinderbytheformula-giveninreference2.2 J(s+a)(s+3a% ftplates+2a (2)Provided by IHSNot for ResaleNo reproduction or ne
12、tworking permitted without license from IHS-,-,-NACARML53H21 m 7-. where s istheslantheightoftheconeaud a isthelengthofthecylindricalsfterbody.TMs formulafollowsfromthetransformationbyMangleranddoesnotconsiderchangesinpressureslongthebody.Theincompressible,turbulent,skin-frictioncoefficientisalsopre
13、sentedtogetherwiththeextendedFrsnklandVoisheltheory.Thesetheoretical.predictionsforturbdentflowarepresentedonlyasamatterofrefer-encesincetherearenocomparableexperimentalresults.Theexperimentalresultscanbeseentoexhibitconsiderablescatter,particularlyinthetrsmitionrangewherethevaluesofskin-frictioncoe
14、fficientaresmallest.Nogeneralconclusioncanbedrawnfromtheresultsabouttheeffectsofvaryingmodelfinenessratiouponskin,friction. IReynoldsNumberforFromtheoreticalconsiderations,itTrsmsitioniswelllmownatsubsonic8peeds,theReweldsnumberfortransitionthat,forairfoilsisafunctionofwingReynoldsnumber.Thisdepende
15、ncyuponw5ngReynoldsnumberisaconsequenceofthefavorablepressuregradientexistingovertheforwardpositionoftheairfoil.Configurationshavingzeropressuregradient,suchasflatplates,havetransitionReynoldsnumberswlxichareinvariantwithwingReynoldsnumbers.Thus,itissurprisingwhentheresultsinreference7 forhollowcyli
16、ndersatsupersonicspeedsshowtransition-uReynoldsnumberswhichincreasewithincreasingstagnationpressure.(increasingstresmReynoldsnumber).Since,fora givenMachnumiber,Reynoldsnumberisafunctionoftemperaturesndpresswe,itwasnotclearthatsimilarresultscouldnothavebeenobtainedbyvariationsinstagnationtemperature
17、inwhichcasethetransitionReynoldsnumberswouldhavebeenshownasafunctionofReynoldsnuuiberperunitlengbh.However,unpublisheddataofthetransitionReynoldsnumberona 10conefromtheLangleyg-inchsupersonictunnelhaveindicatedthatdecreasingthestagnationtemperature(increasingstreamReynoldsnumiber)gaveslightlylowertr
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