A numerical study of pore-fluid, thermal and mass flow in fluid-saturated porous rock basins.pdf

A numerical study of pore-fluid, thermal and mass flow in fluid-saturated porous rock basins.pdf

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时间:2019-03-13

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1、ECAnumericalstudyof16,2pore-fluid,thermalandmassflowinfluid-saturatedporous202rockbasinsReceivedJanuary1998RevisedNovember1998ChongbinZhao,B.E.Hobbs,K.Baxter,H.B.MühlhausandAcceptedDecemberA.Ord1998CSIRODivisionofExplorationandMining,Nedlands,AustraliaKeywordsAustralia,Finiteelementanalysi

2、s,Flow,Geology,RockbasinsAbstractWepresentanumericalmethodologyforthestudyofconvectivepore-fluid,thermalandmassflowinfluid-saturatedporousrockbasins.Inparticular,weinvestigatetheoccurrenceanddistributionpatternoftemperaturegradientdrivenconvectivepore-fluidflowandhydrocarbontransportintheA

3、ustralianNorthWestShelfbasin.Therelatednumericalresultshavedemonstratedthat:(1)Thefiniteelementmethodcombinedwiththeprogressiveasymptoticapproachprocedureisausefultoolfordealingwithtemperaturegradientdrivenpore-fluidflowandmasstransportinfluid-saturatedhydrothermalbasins;(2)Convectivepore-

4、fluidflowgenerallybecomesfocusedinmorepermeablelayers,especiallywhenthelayersarethickenoughtoaccommodatetheappropriateconvectivecells;(3)Largedislocationofstratahasasignificantinfluenceonthedistributionpatternsofconvectivepore-fluidflow,thermalflowandhydrocarbontransportintheNorthWestShelf

5、basin;(4)Asadirectconsequenceoftheformationofconvectivepore-fluidcells,thehydrocarbonconcentrationishighlylocalizedintherangeboundedbytwomajorfaultsinthebasin.1.IntroductionInrecentyears,numericalmodellingofpore-fluid,thermalandmassflowinporousrockbasinshasgainedwideapplicationsthroughoutt

6、hepetroleumindustry(AllenandAllen,1990;Soreng,1990;Wangen,1993;Langtangen,1990;LewisandSchrefler,1987)andmineralsexplorationscience(NieldandBejan,1992;Phillips,1991;RaffenspergerandGarven,1995a,b;YehandTripathi,1989;Zhaoetal.,1997)forthefollowingreasons:(1)Owingtotheadvancesincomputertechn

7、ology,thereisatremendousincreaseincomputingspeedandcapacity,whichmakesitpossibletomodelapracticalproblemonalargescale.(2)Owingtosignificantimprovementsandfurtherdevelopments,manyrobustnumericalalgorithmshaveemergedforsolvingthepartialdifferentialequationsinbot

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