




版權(quán)說明:本文檔由用戶提供并上傳,收益歸屬內(nèi)容提供方,若內(nèi)容存在侵權(quán),請(qǐng)進(jìn)行舉報(bào)或認(rèn)領(lǐng)
文檔簡(jiǎn)介
第四章、FLOW-3D
多孔介質(zhì)模型
FLOW-3D?v9.4ExamplesofPorousMedia5/14/2024UserTrainingSpongeWireScreenStreambedSinterMetalFilterPaperTubeBundlePorouscomponentsRequire2computationalcellstoadequatelyresolveModelobjectascomponentifSignificantgradientsoccurthroughthicknessofmaterialMaterialisanisotropicPorousmaterialmaybeIsotropic(e.g.bedofuniformparticles)Anisotropic(e.g.tubebundles)PorousbafflesNothickness,resideoncellfacesBestformodelingscreensDragcanbelinearorquadraticModelassumesbaffleissaturated,nobubblepressureacrossTypesofPorousObjectsinFLOW-3D5/14/2024UserTraining
PorousMediaModelingTheoryListoftopics介紹達(dá)西定律(Darcylaw)介紹FLOW-3D?拖曳力模型(dragmodel)介紹飽和多孔介質(zhì)模型(thesaturatedporousmediamodel)介紹拖曳力系數(shù)與滲透率的關(guān)系(dragcoefficientandpermeability)如何處理流體在多孔介質(zhì)中的各向異性(anisotropy)特征介紹非飽和多孔介質(zhì)模型(theunsaturatedporousmediamodel)達(dá)西定律(DarcyLaw)Q:unitsofvolumepertime(e.g.,m3/s)A:cross-sectionalarea(Pb?Pa):thepressuredropμ:dynamicviscosityΚ:thepermeabilityofthemedium(unitsofarea,e.g.m2)L:thelengthDarcy’sLaw:Flowratethroughporousmediaisproportionaltopressuredropaccordingto:where
v=macroscopic(superficial)velocity(FLOW-3Dcomputesandreportsmicroscopicvelocity) K=intrinsicpermeability-maybeisotropicoranisotropic(directional)
m=dynamicviscosity P=fluidpressurePermeabilityPropertyoftheporousmaterialRepresentstheaverageresistancetoflowinacontrolvolumeDarcy’slawrepresentsviscouslossesthroughporesApplicablewhenporeReynoldsnumberRep~1,whereRep=ApplieswelltotightlypackedspheresandfibersDoesnotrepresentinertiallossesinlooselypackedbedsViscousDraginPorousMedia:Darcy’sLawInertialdragbecomessignificantwhenRepexceeds10Darcy’sLawcanbeextendedtoincludeinertialeffectsQuadraticdrag:Forchheimer’sEquationInertialLosses:Forchheimer’sEquationviscoustransitionalinertialwherer=fluiddensityUnderstandingFLOW-3D?’s
DragModel由于流體在多孔介質(zhì)中受到的很多阻力太小而無法求解,所以用一個(gè)均布的阻力系數(shù)來計(jì)算:K
表示拖曳力系數(shù),也就是流體在多孔介質(zhì)中的流動(dòng)阻力。TotalaccelerationInertiaAcc.duetopress.gradientAccel.duetoviscosityAccel.duetogravityDrageffectsVf=Volumefraction(porosity)ofcomputationalcellAf=DiagonaltensorareafractionsofcellN-S張量方程Porousmaterialcharacterizedby:SolidstructurepermeatedbyinterconnectedcapillariesMayconsistoffibers,particles,openporesTwotypesofflowinsideporousmediaSaturatedAssumesmediaisalreadywetIfinterfacebetweenfluidandairexists,treatedassharpUnsaturatedDiffusefluid/airinterface-wickingHysteresis(filling/draining)effectsTwocontributionstofluiddraginporousmediaViscous(SkinDrag)Inertial(FormDrag)PorousMediaFlowResolveallgeometry(FAVOR)ComputepressuresandvelocitiesdirectlyfromNavierStokesequationsUsefulforcharacterizingmaterialsComputationallyexpensiveApproachestoModelingPorousMaterialsDirectVolumeAveragedGeometryrepresentedasvolumefraction(porosity)opentoflowAssumeflowisuniformovercellRequiressomeknowledgeofmaterialPorosityPressuredropvsvelocity orParticle/fibersizeFocusofthispresentationisthevolumeaveragedapproachSaturatedFlowUnsaturatedFlowInterfacialEffects:CapillaryPressureGenerallyappliestoflowthroughporousregionsfilledwithwaterAir/waterinterfaceissharpCapillarypressurefunctionofporediameterAppliestoflowthroughporousregionswhichmaybewetordryAir/waterinterfaceisdiffuse(wicking)Capillarypressurefunctionofsaturationanddirection,i.e.fillingordrainingPorousmediasimulationsetupsteps:Decideflowtype:SaturatedorUnsaturatedDefineporousgeometryDragModel3choicesforsaturatedflow1choiceforunsaturatedflowCharacterizeMaterialPorosityFitdragcoefficientsexperimentaldatacomputefromfiber/particlesizeSettingUpAPorousMediaSimulationSaturatedUnsaturatedSaturatedporousmediaUsefulforsituationswherethereexistsawell-definedsaturationfrontwiththeporousmaterialModelassumesthatsaturatedregionsareseparatedfrom“dry”regionsbyathinsaturationfrontPressuredifferenceacrossthissaturationfrontisdictatedbyauser-definedcapillarypressure(Pcap)dafluidinaporesConcavecase(lowerpressureinliquid)isassumedtohave+ve
Pcap拖曳力與滲透率關(guān)系式OftenconfusionarisesbetweenDarcypermeability(κ)andthedragcoefficient(K).Therelationshipis:Thus,amaterialwith∞dragrepresents0permeability“Dragcoefficient”inFLOW-3Doutputis:
Thiscanvarybetween0(infinitedrag)and1(zerodrag) andisdimensionlessand拖曳力系數(shù)(Thedragcoefficient)orSettingupaproblemwithsaturated
porousmedia激活Porousmedia多孔介質(zhì)物理模型創(chuàng)建porouscomponent(s)多孔材料每一個(gè)component可以由多個(gè)sub-components或STL文件來創(chuàng)建更復(fù)雜的形狀在每一個(gè)component需指定孔隙率(porosity),毛細(xì)管壓力(capillarypressure)及拖曳系數(shù)(dragcoefficients)每一個(gè)component可以設(shè)定不同屬性Modelinganisotropicmaterials
withFLOW-3D?滲透率(Permeability)是具有各向異性的,也就意味著流體的滲透率在每個(gè)流動(dòng)方向都不同。在
FLOW-3D?軟件中,用戶可以指定各方向的孔隙率(porosity),其可控制各方向的面積比例值(theareafraction-Af
)若設(shè)定一個(gè)方向的數(shù)值比其它兩個(gè)方向小,那么在該方向流動(dòng)時(shí)開口面積會(huì)變小總的孔隙率設(shè)定為三個(gè)方向中最大值Settinganisotropicmaterials
exampleSupposewehaveasheet-likematerialwhere:Thentheporosityinthex,ydirectionsshouldbesetto0.6(thetrueporosity)Theporosityinthez-directionissetto0.45(0.6×1.5/2)Thedragcoefficientissetaccordingtothehigherpermeability(3000s-1inthiscase)κx,κy=2×10-6cm2κz=1.5×10-6cm2Porosity=0.6Sample:multilayerporousmaterialDropisabsorbedintothreelayerporousmaterialSaturatedmodelusedPorosityPcapadrgbdrgTop&bottomlayers50%6×1033.5×1071×105Middlelayer35%9×1035×1071×105Permeabilityratioformiddlelayer:κz/κr=0.710s0.1s0.2s1sUnsaturatedporousmediamodelWiththisoption,modelsimulatessaturationgradientsandvariescapillarypressurethroughoutRegionswithlowersaturationpredictedtohavegreater(i.e.morenegative)capillarypressureModel(w/ocustomization)presumeswettingmediumtomodelfluidHysteresisincapillarypressurepredictedDragisfunctionofsaturation(fractionofporespaceoccupiedbyfluid)orCapillarypressuremodelfor
unsaturatedporousmediaSamplecurvesatleftshowbothfillinganddrainingcurvesPcapwillfollowappropriatecurveduringcontinuousfillingordrainingWhenregionofporousmaterialswitchesbetweenfillinganddraining,PcapwillfollowscanningcurveuntilitreachesmaincurveDrainingcurveFillingcurveSamplescanningcurvesDefiningcompositesofdifferent
materialsAswiththesaturatedporousmediamodels,compositesaredefinedfirstbycreatingcomponentsSpecificationsforcapillarypressurecurvesaremadeininputfilepcap
namelistmustfirstbecreatedwithininputfilelocatedbetweenthescalarandbcdata
namelistsSettinguptheinputfilefor
unsaturatedporousmediamodelingCreatepcap
namelistprovideglobalvaluesforfcmn,fcmx,fpcmx,pcmx,pexpThesewillapplytoallcomponentsbydefaultAddcomponent-specificvaluesifdesiredinobs
namelistprovidevaluesforofcmn,ofcmx,ofpcmx,opcmx,opexpApplyonlytospecificcomponentAlso,idfitoriodfitparameterscontroldragfunction1–powerlawfunction2–exponentfunction實(shí)例:多個(gè)孔隙率材料的仿真Component1Component4C
溫馨提示
- 1. 本站所有資源如無特殊說明,都需要本地電腦安裝OFFICE2007和PDF閱讀器。圖紙軟件為CAD,CAXA,PROE,UG,SolidWorks等.壓縮文件請(qǐng)下載最新的WinRAR軟件解壓。
- 2. 本站的文檔不包含任何第三方提供的附件圖紙等,如果需要附件,請(qǐng)聯(lián)系上傳者。文件的所有權(quán)益歸上傳用戶所有。
- 3. 本站RAR壓縮包中若帶圖紙,網(wǎng)頁內(nèi)容里面會(huì)有圖紙預(yù)覽,若沒有圖紙預(yù)覽就沒有圖紙。
- 4. 未經(jīng)權(quán)益所有人同意不得將文件中的內(nèi)容挪作商業(yè)或盈利用途。
- 5. 人人文庫(kù)網(wǎng)僅提供信息存儲(chǔ)空間,僅對(duì)用戶上傳內(nèi)容的表現(xiàn)方式做保護(hù)處理,對(duì)用戶上傳分享的文檔內(nèi)容本身不做任何修改或編輯,并不能對(duì)任何下載內(nèi)容負(fù)責(zé)。
- 6. 下載文件中如有侵權(quán)或不適當(dāng)內(nèi)容,請(qǐng)與我們聯(lián)系,我們立即糾正。
- 7. 本站不保證下載資源的準(zhǔn)確性、安全性和完整性, 同時(shí)也不承擔(dān)用戶因使用這些下載資源對(duì)自己和他人造成任何形式的傷害或損失。
最新文檔
- 酒店安全知識(shí)教育
- 開顱手術(shù)后的護(hù)理
- 股票技術(shù)分析培訓(xùn)
- 病理護(hù)理操作流程圖解
- 宮腔鏡診療配合及護(hù)理
- 引流管的護(hù)理診斷
- 企業(yè)數(shù)據(jù)資產(chǎn)實(shí)施路徑及規(guī)劃方案
- 能碳管理中心建設(shè)方案
- 2025年福建福州新區(qū)投資控股有限責(zé)任公司社會(huì)公考招聘考試筆試試題(含答案)
- 文庫(kù)發(fā)布:籃球課課件
- 小學(xué)生預(yù)防拐騙教育課件
- 床上用品采購(gòu) 投標(biāo)方案
- 口腔工藝管理課件
- 2025-2030年中國(guó)基于細(xì)胞的人源化小鼠模型行業(yè)市場(chǎng)現(xiàn)狀供需分析及投資評(píng)估規(guī)劃分析研究報(bào)告
- 2025至2030中國(guó)無線通訊檢測(cè)行業(yè)市場(chǎng)發(fā)展分析及競(jìng)爭(zhēng)格局與投資機(jī)會(huì)報(bào)告
- 2025年上海徐匯區(qū)高一(下)信息技術(shù)合格考試題及答案
- 4輸變電工程施工質(zhì)量驗(yàn)收統(tǒng)一表式(電纜工程電氣專業(yè))-2024年版
- 2025至2030年中國(guó)鐵電存儲(chǔ)器行業(yè)市場(chǎng)深度評(píng)估及投資機(jī)會(huì)預(yù)測(cè)報(bào)告
- 醫(yī)院醫(yī)保醫(yī)療管理制度
- 危急重癥救治管理制度
- CJ/T 123-2016給水用鋼骨架聚乙烯塑料復(fù)合管
評(píng)論
0/150
提交評(píng)論