a numerical modeling of multicomponent compressible flows in porous media with multiple wells by an eulerian lagrangian method ok外语英文电子书

a numerical modeling of multicomponent compressible flows in porous media with multiple wells by an eulerian lagrangian method ok外语英文电子书

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大小:1.03 MB

页数:14页

时间:2018-03-01

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1、ComputVisualSci(2005)8(2):6981ComputingandDOI10.1007/s00791-005-0153-8VisualizationinScienceREGULARARTICLEHongWang·WeidongZhao·R.E.EwingAnumericalmodelingofmulticomponentcompressibleflowsinporousmediawithmultiplewellsbyanEulerian-LagrangianmethodReceived:30September2002/Accepted:

2、23January2004/Publishedonline:23September2005cSpringer-Verlag2005Communicatedby:G.Wittumlutionswithmovingsteepfrontsandcomplicatedstruc-tures.ThisispartlyduetotheheterogeneityoftheporousAbstractWedevelopanEulerian-Lagrangiannumericalmedia,thenonlinearityandcouplingsbetweentheeq

3、ua-modelforthesimulationoffullymiscible,highlycompress-tionsinthesystem,thecompressibilityofthefluidmix-ible,multicomponentfluidflowprocessesthroughcom-tureandthemedium,thestrongeffectofsingularsourcepressibleporousmediawithmultipleinjectionandpro-andsinkterms,andenormoussizeoffield

4、-scaleapplication.ductionwells.Wedescribethenumericalschemes,theCenteredfinitedifferenceorfiniteelementmethodsof-treatmentofthemultipleinjectionandproductionwells,tengeneratenumericalsolutionswithseriousnonphysicalproblemsrelatedtocharacteristictracking,andotherissues.oscillations

5、.Inindustrialapplications,upstreamweightingWeperformnumericalexperimentstoinvestigatetheper-techniquesarecommonlyusedtostabilizethenumericalformanceofthenumericalmodel.Theseresultsshowthatapproximationstothesesystemsinlarge-scalesimulators.thenumericalmodelgeneratesrobust,stable

6、,andphysicallyThesemethodstendtoproduceexcessivenumericaldiffu-reasonablesimulationswithoutnonphysicaloscillationorsion,whichseverelysmearsoutthemovingsteepfrontsofexcessivenumericaldiffusion,eveninthepresenceofmul-thesolutions,andseriousspuriousgridorientationeffectstipleinject

7、ionandproductionwellsandtheuseoflarge[6,24].timestepsandcoarsespatialgrids.Finally,numericalex-Eulerian-Lagrangianmethods[4,5,7,15]combinetheperimentstowellknowntestproblemsshowthatthenu-advectiontermwiththecapacityterminthecomponentmericalmodeldoesnotgeneratenoticeablegridorien

8、tationmassbalanceequationstocarryoutthetemporal

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