Convective Heat Transfer - Solved Problems, 2009

Convective Heat Transfer - Solved Problems, 2009

ID:40057736

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頁數(shù):394頁

時間:2019-07-18

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1、ConvectiveHeatTransferSolvedProblemsMichelFavre-MarinetSedatTarduThispageintentionallyleftblankConvectiveHeatTransferThispageintentionallyleftblankConvectiveHeatTransferSolvedProblemsMichelFavre-MarinetSedatTarduFirstpublishedinFrancein2008byHermesScience/Lavoisierentitled:écoulementsavecéch

2、angesdechaleurvolumes1et2?LAVOISIER,2008FirstpublishedinGreatBritainandtheUnitedStatesin2009byISTELtdandJohnWiley&Sons,Inc.Apartfromanyfairdealingforthepurposesofresearchorprivatestudy,orcriticismorreview,aspermittedundertheCopyright,DesignsandPatentsAct1988,thispublicationmayonlybereproduce

3、d,storedortransmitted,inanyformorbyanymeans,withthepriorpermissioninwritingofthepublishers,orinthecaseofreprographicreproductioninaccordancewiththetermsandlicensesissuedbytheCLA.Enquiriesconcerningreproductionoutsidethesetermsshouldbesenttothepublishersattheundermentionedaddress:ISTELtdJohnW

4、iley&Sons,Inc.27-37StGeorge’sRoad111RiverStreetLondonSW194EUHoboken,NJ07030UKUSAwww.iste.co.ukwww.wiley.com?ISTELtd,2009TherightsofMichelFavre-MarinetandSedatTardutobeidentifiedastheauthorsofthisworkhavebeenassertedbytheminaccordancewiththeCopyright,DesignsandPatentsAct1988.LibraryofCongress

5、Cataloging-in-PublicationDataFavre-Marinet,Michel,1947-[Ecoulementsavecéchangesdechaleur.English]Convectiveheattransfer:solvedproblems/MichelFavre-Marinet,SedatTardu.p.cm.Includesbibliographicalreferencesandindex.ISBN978-1-84821-119-31.Heat--Convection.2.Heat--Transmission.I.Tardu,Sedat,1959

6、-II.Title.TJ260.F34132009621.402'25--dc222009016463BritishLibraryCataloguing-in-PublicationDataACIPrecordforthisbookisavailablefromtheBritishLibraryISBN:978-1-84821-119-3PrintedandboundinGreatBritainbyCPIAntonyRowe,ChippenhamandEastbourne.TableofContentsForeword..............................

7、............xiiiPreface...........................................xvChapter1.FundamentalEquations,DimensionlessNumbers........11.1.Fundamentalequations.............................11.1.1.Localequations...............................11.1.2.Integralc

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