computational methods for fluid dynamics-fortran source codei-joel hferziger and milovan peric

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1、JoelH.Ferziger/MilovanPericComputationalMethodsforFluidDynamicsthird,rev.editionFORTRANSourceCode-IDepartmentofDisasterPreventionandMitigation,BeijingJiaotongUniversityMay,2010157目录一、源代码说明2二、勘误4三、源代码及相关说明63.1一维对流扩散方程有限差分Fortran源代码63.1.1P1DS.F程序说明63.1.2P1DUS.F程序说明73.1.3P1DS.F源程序8

2、3.1.4P1DUS.F源程序143.2笛卡尔坐标系下二维热及流体流动Fortran源代码193.2.1GRID.F程序说明193.2.2PSC.F程序说明203.2.3PSCUS.F程序说明213.2.4PCOL.F程序说明213.2.5PLOT.F程序说明223.2.6PCOL1.F程序说明223.2.7GRID.F源程序233.2.8PSC.F源程序343.2.9PSCUS.F源程序443.2.10PCOL.F源程序543.2.11PLOT.F源程序883.2.12PCOL1.F源程序122157一、源代码说明Latestupdate:1999-

3、04-08-------------------------Dearreader,inthisdirectoryyouwillfindthefollowingfilesandsub-directories(directoryandfilenamesarewrittenusingcapitalletterstoemphasizethem;onthecomputer,alldirectoryandfilenamesareinlowercaseletters).README->Thisfile.ERRATA->Filecontaininginformatio

4、nabouttypingerrorsfoundsofarinthebook;thelatestupdateisindicatedatthebeginningofthefile.NEWPRINT->Sub-directorycontainingpostscriptfilesinwhichthemostimportantchangesmadeinthe2ndcorrectedprintingofthefirsteditionandinthesecondeditionaredocumented.Thesefileshavebeencompressedusin

5、g"gzip".Torecoverthepostscriptfileafteryouhavetransferedthefiles"name.ps.gz",dothefollowing:gunzipname.ps.gz"name"isthefilenamebeforeextension"ps.gz"asyouseeitinthesub-directory;substituteitaccordinglyforthevariousfiles.Thefollowingdirectoriescontaincomputercodesthathavebeenupda

6、tedtocomplywiththenotationusedinthebook.Theyalsoincludemanylinesofcommentstomakethemeasiertounderstand.1D->Sub-directory,containingcodesforsolvingtheone-dimensionalsteadyandunsteadyconvection/diffusionequation,usingFiniteDifferencemethodanddifferentschemesforconvectivetermsandti

7、meintegration.Changetothisdirectoryandreadthelocal'readme'fileforfurtherinformationonfilesinthatdirectory.2DC->Sub-directory,containingcodesforsolvingthetwo-dimensionalconvection/diffusionequation(scalartransportinagivenvelocityfield,steadyandunsteady)usingFinite-Volumemethodand

8、Cartesiangrid,andforsolvingthesteadyandunsteady