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含液滴与颗粒的多相流(第二版)核心内容梳理

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含液滴与颗粒的多相流(第二版)核心内容梳理(Multiphase Flows with Droplets and Particles)

摘要:

本文聚焦液滴与颗粒多相流体系内颗粒间、颗粒与壁面相互作用理论,是多相流数值模拟核心基础章节。系统阐述硬球、软球(DEM)两类碰撞模型:硬球通过冲量方程求解碰撞前后速度,计算高效;软球采用弹簧 - 阻尼类比,完整捕捉碰撞形变全过程,适配密相体系。同时介绍液桥、静电力、范德华力等颗粒黏附作用力,推导对应理论公式,分析颗粒团聚机理。还建立颗粒与壁面碰撞冲量模型,区分不同滑动工况下速度求解方法,探讨近壁流体润滑阻力、颗粒冲蚀效应,给出各类模型适用工况与数值计算要点,为流化床、气力输送等密相多相流仿真提供理论支撑。

Preface

Since  the  publication  of  the  first  edition  of Multiphase Flow uith Droplets and Particles in  1998 there have been important advances in the science and technology  of dispersed  phase  flows.The  intent  of the  second  edition  is  to include these advances while retaining the organized,pedagogical approach of the  first  edition.The  primary  change  is  the  introduction  of  a  new  chapter, Chapter  7, on the  effect  of the  dispersed  phase  particles  on  the  turbulence of the  carrier  phase.The  other  chapters  have  been  modified  and  revised  to reflect  the  new  material.   Chapter 4  has  been  updated  to  include  the  new information  on  particle  drag  and  heat  transfer.In  Chapter  6,a   reassessment of the yolume-averaged conservation  equations has been made with respect to  the  general  applicability  of  the  “two-fluid”concept.Chapter       8, on   the equations  for  the  dispersed  phase,has  been  completely  rewritten  to  include the current techniques for modeling dilute and dense flows.  Chapter    9.on numerical modeling,has also been rewritten to include DNS and LES as well as  volume-averaged  equations  for  the  k-E  and  Reynolds  stress  models.The exercises have been expanded and a solution manual is available to support the use of the book in  an instructional environment.

The first edition of Multiphase Flow with Droplets and Particles  included  a FORTRAN computer program for the multiphase flow of particles in a quasi- one-dimensional  duct  based  on  the  conservative  variable  approach.This  has not  been  included  in  the  second  edition.Should  anyone  want  the  description of  the   model   and   the   program,they   can   contact   the   senior   author(CTC) directly.

Several books on or relating to dispersed phase flows have appeared  since 1998.In   2006   Michaelides   published   Partieles,Bubbles,and.Drops:Their

Motion,Heat   and  Mass   Transfer, which  is  an  extension  of the  classic  work, Bubbles,Drops   and   Particles (Clift,Grace       and       Weber,1978).Michaelides' book   provides   an    excellent   resource   on   particle-fluid    interactions.Also,in 2006,the    Mutiphase  Flou  Handbook  appeared,which   has    several   chapters devoted  to  dispersed  phase  flows.In  2007,Computational Methods for  Multi- phase  Flows was published by  Prosperetti  and  Tryggvason.This  book  reviews various  numerical  techniquess  such  as  immersed-boundary,lattice-Boltzmann and boundary-integral methods  for  detailed  an alysis  of fluid-particle  flow  sys- tems.Finally   in   2009.Brennen  published   Fundamentals  of Multiphase  Flow,  which  gives  an  excellent  background  on  fundamentals  and  focuses  primarily on bubbly  flows.

Authors

Clayton  T.Crowe  is  Professor  Emeritus  at  Washington  State  University (WSU)in  Pullman,WA,retiring  from  the  university  in  2001.He  received  his Ph.D.from  the  University  of Michigan  in  Ann  Arbor.MI.in  1962.For  seven years he worked in the rocket industry,before joining the Department of Me- chanical Engineering of WSU in 1969.He is the primary author of Engineering Fluid Mechanics currently in its  9th  edition,coauthor of Multiphase Flow of Droplels  and  Particles(1998), and editor of the Multiphase Flow Handbook (2006).He  received  the  ASME  Fluids  Engineering  Award  in   1995  and  the International Prize for Multiphase Flows in 2001.In 2009 ASME recognized Professor Crowe for his contributions to the Society,and in 2010 he received the WSU Emeritus Society Award for Excellence.

John  D.Schwarzkopf  is  cuirrently  a   staff  scientist   in  the  X-Theoreti- cal  Design(XTD)Division  of  the  Los  Alamos  National  Laboratory  in  Los Alamos,NM.He  received  his   Ph.D.in   mechanical  enigineering  fron  Wash- ington  State  University  in  2008.His  graduate  work  addressed  turbulence modulation in particle-laden flows.Prior to receiving his Ph.D.,he worked in the electronics cooling industry for seven years:he is the coauthor on a patent in this area.Currently he is involved with code development and validation.

Martin  Sommerfeld  is  currently  Professor  of  Mechanical  Process  Engi- neering at the Martin-Luther University of Halle-Wittenberg in Germany.He received his Dipl.-Ing.degree in 1981 and his Dr,-Ing.degree in 1984 from the University of Aachen,Germany.Before his promotion to professor at Martin- Luther University he led a research group on two-phase flow at the University of Erlangen  in  Germany.He has performed  detailed  experimental  studies  of multiphase flows utilizing advanced digital image an alyses anid phase-Doppler anemometry.In 1997 he received the DECHEMA Award for his contributions to  multiphase   flow  measurements,modeling,and  numerical  predictions.His current  activities  include  development  of models  for  flow  aroind  agglomer- ates,experimental  an alysis  with  modern  optical  instrumentation,and  direct numerical  simulation.

Yutaka   Tsuji   retired   from   Osaka   University,Japan,in   2007.After   re- ceiving  his  DE  from  Osaka  University  in  1974,he  directed his  attention  to numerical  an alysis  and  measurements  of  fuid-solid  flows.He  has  been  the recipient of several prestigious awards,such as the JSME Metal in  1992 and the AIChE Thomas Baron Award in  1999,honoring  his  contributions  to  the field.Since retirement he has become the ma naging director of the Hosokawa Powder  Technology  Foundation  promoting powder  and  particle  technology. He is also the editor-in-chief for the KONA Powder and Particle Iournal.

Acknowledgments

Professor Crowe acknowledges the ideas and insights provided by his  stu- dents and colleagues over the many years he was actively involved with mul- tiphase  flow  studies  and  activities.He  is  particularly  thankful  for  the  support of the Owen  Science  Library  at Washington  State  University  in providing  ac- cessibility  to  the  literature  through  electronic  access  and  interlibrary  loans. He  acknowledges  the  continuous  love  and  support  of  his  wife,Jeannette,two incredible   sons,Kevin    and   Chad   (and    Brenda),and   two    remarkable   step- daughters,Marcia   and   Mary  Ann,and  their   families.

Dr.Schwarzkopf acknowledges the contributions of his teachers and col- leagues.He is thankful for support provided by Los Alamos National Labora- tory.He is also indebted to his family and friends for their continued support and  encouragement.

Professor Tsuji acknowledges the assistance and contributing research of former  students  in  his  laboratory.    These     people      include:Dr.Toshitsugu Ta naka,Professor      at       Osaka      University,Japan;Dr.      Toshihiro   Kawa- guchi,Associate  Professor  of  Kansai  University,Japan,and  Dr.Takuya  Tsuji, Associate Professor at Osaka University.

Clayton    T.Crowe John   D.Schwarzkopf Martin   Sommerfeld Yutaka  Tsuji


Chapter    1   Introduction

The flow of particles and droplets in fluids is a subcategory of multicomponent, multiphase  flows.The  flow  of  multicomponent,multiphase  mixtures  covers  a wide spectrum of flow conditions and applications. A  component is a chemical species  such  as  nitrogen,oxygen,water  or  Freon.A  phase  refers  to  the   solid, liquid  or  vapor  state  of  the  matter.Examples  of  single  and  multicomponent, multiphase flows are provided in Table  1.1.

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The  flow  of air,which  is  composed  of  a  mixture  of gases(nitrogen,oxy- gen,etc.),is  the  best   example   of  a  single-phase  multicomponent   flow.It  is common practice to treat these types of flows as the flow of a  single compo- nent with a viscosity and thermal conductivity which represents the mixture. Such an approach is practical unless the major constituents of the component gases have significantly different molecular weights.In this case the momen- tum  associated  with  the  diffusional  velocities  may  be  important.Also,the multicomponent nature  of air will be important  at high temperatures where dissociation occurs,or at very low temperatures where some species may con- dense  out.

The flow of mixtures of liquids is also an important industrial application.

For example,water is sometimes used to flush oil from a well which gives rise to  a  multicomponent  single-phase  flow.If  the  two  liquids  are  miscible,then  

the  mixture  will  be  treated  as  a  single-phase  with  modified  properties.If  the liquids are immiscible.then the liquid cannot be regarded as homogeneous and treatment  of the  flow  problem  becomes  much  more  complex.In  this  situation one may have “globs”of oil in the water or for high oil content,globs of water carried  by  the   oil.The  mixtures   of  two  liquids   are  generally  referred  to   as emulsions.

Single-component,multiphase  flows  are  typically  the  flow  of  a  liquid  with its  vapor.The  most  cornnon  example  is  stean-water  flows  which  are  found  in a  wide  variety  of  industries.Another  example  of  single-component,multiphase flows  are  refrigerants  in  a  refrigeration  system.

The flow of fluids of a single phase has occupied the attention of scientists and   engineers   for  many   years.The   equations   for   the  motion   and  thermal properties  of  single-phase  fluids  are  well  accepted  (Navier-Stokes  equations) and  closed-form  solutions  for  specific  cases  are  well  documented.The  major difficulty  is  the  modeling  and  quantification  of  turbulence  and  its  influence on  mass,momentum  and  energy  transfer.The  state-of-the  art  for  multiphase flows  is   considerably  more  primitive   in  that  the   correct  formulation  of  the governing  equations  is  still  subject  to  debate.   For    this    reason,the   study of multiphase  flows  represents  a  challenging  and  potentially  fruitful  area  of endeavor  for  the  scientist  or  engineer,

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Multiphase  flows  can  be   subdivided  into   four  categories:gas-liquid,gas- solid,liquid-solid   and   three-phase   flows.Examples   of   these   four   categories are shown in Table  1.2.A  gas-liquid  fow  can  assume  several  different  config- urations.For  example,the  motion  of  bubbles  in  a  liquid  in  which  the  liquid is  the  continuous  phase   is  a  gas-liquid  flow.On  the  other  hand,the   motion of  liquid  droplets  in  a  gas  is  also  a  gas-liquid  flow.In  this  case,the  gas  is the  continuous  phase.Also,a  separated  flow  in  which  the  liquid  moves  along the  bottom  of  a  pipe  and  the  gas  along  the  top  is  also  a  gas-liquid  flow.In this  situation  both  phases   are   continuous.The  first  two   examples,bubbles  in 

a  liquid  and  droplets  in  a  gas,are  known  as  dispersed  phase  Hows  since  one  phase  is  dispersed  and  the  other  is  continuous.By  definition,one  can  pass  fron  one  point   to  another  in  the  continuous  phase   while  remaining  in  the same  medium.One  cannot  pass  fron  one  droplet  to  another  without  going through  the  gas.

Gas-solid  flows  are  usually  considered  to  be  a  gas  with  suspended  solid particles.This  category  includes  pneurnatic  transport  as  well  as  fnidized  beds. Another example of a gas-solid flow would be the motion of particles  down a chute  or  inclined  plane.These  are  known  as  granular  flows.Particle-particle and particle-wall  interactions  are much more  important than the  forces  due  to the   interstitial   gas.If  the  particles  become  motionless,the  problem  reduces to  flow  through  a  porous  medium  in  which  the  viscous  force  on  the  particle surfaces  is  the  primary  mechanism   affecting  the   gas  flow.An  example  is   a pebble-bed  heat  exchanger.It  is  not  appropriate  to  refer  to  flow  in  a  porous medium  as  a  gas-solid  flow  since  the  solid  phase  is  not  in  inotion.Gas-solid flow is another example of a dispersed phase flow since the particles constitute the  dispersed  phase  and  the  gas  is  the  continuous  phase.

Liquid-solid  flows  consist  of flows  in  which  solid  particles  are  carried  by the liquid  and  are referred to  as  slurry  flows.Slurry  flows  cover  a  wide  spec- trum of applications from the transport of coals and ores to the flow of mud. These flows can also be classified as dispersed phase lows and are the focus of considerable  interest  in  engineering  research.Once  again  it  is  not  appropriate to refer to the motion of liquid through a porous medium as a liquid-solid flow since the  solid phase  is not  in motion.

Three-phase flows are also enicountered in engineering problems.For exam- ple,bubbles in a slurry flow gives rise to the presence of three plhases flowing together.There  is  little  work  reported  in  the  literature  on  three-phase  flows.

The  subject  of this  book  is  the  flow  of particles  or  droplets  in  a  fuid, specifically the flow of particles and/or droplets in a conveying gas as well as particles  in  a  conveying  liquid.The  other  area  of  dispersed  phase  flows, namely,bubbly  flows.will  not  be  addressed  here.

The flow of particles and droplets in fuids has a wide application in in- dustrial processes.The removal of particulate material from exhaust gases is essential to the control of pollutants generated by power plants fired by fossil fuels.The efficient combustion of droplets and coal particles in a furnace de- pends  on the  interaction  of particles  or  droplets  with  air.The  generation  of many food products depends on the drying of liquid droplets to powders in high temperature gas streams.The traiisport of powders ini pipes is conimon to many chemical and processing industries.

For  many  years.the   design  of  systems  with  particle/droplet   flows  was based   primarily   on   empiricism.However,more   sophisticated   measurement  techniques have led to improved process conitrol and evaluation of fundamen- tal  parameters.Increased  computational  capability  has  enabled  the  develop- ment of numerical models that can be used to complemenit engineering system  design.The improved understanding of this is a rapidly growing field of tech-nology  which  will  have  far-reaching  benefits  in  upgrading  the  operation  and efficiency of current processes and in  supporting the development of new and innovative   approaches.

A  curent  status  of  multiphase  flow  technology   in  industrial  applications can be  found  in  the Multiphase Flou Handbook:(Crowe.2006).


1.1     Industrial         applications

The objective of this book is to provide  a background in this important area of fluid mechanics to assist those new to the field and to provide a resource to those actively involved in the design and development of multiphase sys- tems.In  this  chapter,examples  of  multiphase  flows  in  industrial  and  energy conversion  processes  are  outlined  to  illustrate  the  wide  application  of  this technology.


1.1.1      Spray       drying

Many  products  such  as  foods,detergents  and  pharmaceuticals  are  produced through  spray  drying(Masters,1972).This  is  a  process  in  which  a  liquid material  is  atomized,subjected  to  hot  gases  and  dried  into  the  form  of  a powder.The  general  configuration  of  a  counter  current  flow  spray  dryer  is shown in Figure  1.1.  A  slurry  or  concentrated  mixture  is  introduced  at  the top of the dryer and atomized into droplets.Hot gases are fed into the bottom with  a  swirl  component  and  move  upward  through  the  dryer.The  droplets are dried as they fall through the hot rising gases to form a powder which is collected at the bottom and removed as the final product.

Accumulation of the dried product on the wall is to be avoided because of uncontrolled  drying  and  the  possibility  of  fire.Also.in  the  case  of  food production,the product  cannot  become  too  hot  to  avoid  altering  the  taste.

The   gas-droplet(particle)flow   within   the    dryer   is   very    complex.The swirling motion  of the  gases transports the particles toward the wall which may  lead  to  impingement  and  accumulation.The  temperature  distribution in the dryer will depend on the local concenitration of the droplets as they fall  through  the  dryer.High  local  concentrations  will  depress  the  local  gas temperature  and  lead  to  less  effective  drying.The  result  may  be  a  non- uniformly dried product reducing product quality.

Even  though  spray  drying  technology  has  been  continuously  improved through  the  years,it   is   still  difficult  to   scale  up  models  to  prototype   oper- ation.It  is  also  difficult  to  determine,without  actual  testing,how  modifying the  design  of  a  conventional  dryer  will  affect  performance.There  have  been significant  progress(Verdurmen  et  al.,2004)in  the  developnent  of  numerical and  an alytic  tools  that  adequately   simulate  the  gas-droplet  fow  field  in  the dryer.Such  models  or  an alyses  could  be  effectively  used  to  improve  the  effi- ciency  of  current  designs,predict  off-design  performanice  and  serve  as  a  tool for  scale-up  of promising  bench-scale  designs  to  prototype  operation.

1.1.INDUSTRIAL APPLICATIONS                

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1.1.2     Pollution       control


The  removal  of particles  and  droplets  from  industrial  effluents  is  a  very  im- portant  application  of  gas-particle  and  droplet   flows(Jorgensen  and  Johnsen, 1981).Several  devices  are  used  to  separate  particles  or  droplets  from  gases.If the  particles  are  sufficiently  large(greater  than   50  microns),a   settling  cham- ber can be used in which the condensed phase simply drops out of the flowing gas   and   is   collected.For   smaller   particles(~5   microns),the   cyclone   separa- tor shown in  Figure  1.2  is  used.The  gas-particle  flow  enters  the  device  in  a tangential  direction  as  shown.The  resulting  vortex  motion  in  the  separator causes the particles to migrate toward the wall  due to  centrifugal  acceleration and  then  fall  toward  the  bottom  where  they  are  removed.The  gases  con- verge toward the  center  and  form  a  vortex  flow  which  exits  through  the  top. The  performance  of  the  cyclone  is   quantified  by  the“cut   size”which  is  the particle  diameter  above  which  all  the  particles  are  collected.Years  of  experi- ence  in  cyclone  design  have  resulted  in“standard”designs  that,under  normal operating   conditions,have   predictable    performance.Numerical    modeling   or other  approaches  are  needed  to  design  cyclones  for  special  applications  such as  hot-gas  clean  up.

The particles  issuing  from  power plants  operating  with  fossil  fuels  are  on the   order   of   a   micron    in   diameter.In   these    applications,the   electrostatic  precipitator  is  generally  used.The  top  view  of  a   conventional   electrostatic precipitator is  shown in  Figure   1.3.The  high voltage  applied to the wires  cre- ates  a  corona  with  charged  ions.These  ions  travel  along  the  electric  lines  of force  to  the  particles  and  accumulate  on  the  particles.The  resulting  charged particles  are moved toward the wall by  Coulomb  forces  and deposited on the wall.Periodically  the  plates  are  vibrated  (rapped)and  the  particles  fall  into a  collection  bin.The  fluid  mechanics  of  the  electrostatic  precipitator  is  quite complex.The  particle-fluid  interaction  obviously  influences  the  particle  con- centration   and    the   charge    density.These,in    turn,affect   the    electric    field. Flow  turbulence  is  also  introduced  by  the  structural  ribs  in  the  system.Elec- trostatic  precipitators  are   still  designed  using   empirical  formulas  because  of the  complexity  of  the  fluid-particle-electrical  field  interactions.

Another pollution control device is the wet gas scrubber which is designed to  remove  particulate  as  well  as  gaseous  pollutants.Scrubbers  come  in  many configurations  but  the  venturiscrubber  shown  in Figure  1.4 represents a  simple design.Droplets  are  introduced  upstream  of  the  venturi  and  the  particles  are collected  on  the  droplets.The  droplets,being  much  larger  than  the  particles, can be more easily separated from the flow.Sulfur dioxide can also be removed by  using  droplets  mixed  with  lime.The  sulfur  dioxide  is  absorbed  on  the surface  of  the   droplets.These  droplets  are  collected,the  sulfur  products  are removed  and  the  droplets  are  reused  in  the  scrubber.

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6.选择液膜混合物-液滴>模型>液膜-拉格朗日相间相互作用,然后将液膜相和拉格朗日相分别设为液膜和液滴。组分映射出现在模拟树中,这表明液膜和液滴相的组分之间需要映射。设置两相间映射:7.选择多相交互作用>相间相互作用>液膜混合物-液滴>模型>组分映射,然后单击连接属性的(自定义编辑器)。8.在连接对话框中,将液膜组分映射至其对应的气体组分,如下所示。9.单击确定。选择边缘剥离模型并设置其属性:10.右键单击多相交互作用>相间相互作用>液膜混合物-液滴>模型,然后选择选择模型。在液膜混合物-液滴模型选择对话框中:11.从可选模型框中选择边缘剥离。已自动选择多相材料选项。12.单击关闭。13.选择液膜混合物-液滴>模型>边缘剥离节点。14.为确保弯曲处出现剥离,请将最小棱角设为10.0deg。如果已定义液膜混合物-液滴相间相互作用,现在您可以通过编辑全局拉格朗日相的边界规格来设置液膜边界的边界相互作用模式。15.选择连续体>物理1>模型>拉格朗日多相>拉格朗日相>液滴>边界条件>液膜边界>物理条件>模式,然后将激活模式设为液膜。液膜模式仅在液膜连续体和拉格朗日相之间正确匹配之后方可使用。当成分已正确映射并且液膜和拉格朗日相使用的模型相同时,则会实现正确匹配。如果您对验证液膜混合物-液滴相间相互作用的液膜或拉格朗日相模型做出任何更改,激活模式会恢复为反弹。液膜选项在验证相间相互作用后方可使用。您必须将激活模式设置回液膜。16.保存模拟。设置参考值设置物理连续体的参考值。定义物理1连续体的参考值,以确保在预期的方向因重力作用而加速。在本教程中,在负Z方向施加重力。设置参考值:1.编辑物理1>参考值节点,然后设置下列属性:2.保存模拟。设置求解器参数和停止条件设置该模拟适当的求解器参数和停止条件。要设置求解器参数和停止条件:1.编辑求解器节点,然后设置下列属性:2.编辑停止条件节点,然后设置下列属性:3.保存模拟。设置蒸发率报告、监视器和绘图设置报告、监视器和绘图,以沿液膜边界监视液膜蒸发率。设置蒸发率报告、监视器和绘图:1.右键单击报告节点,然后选择新报告>表面平均值。2.将新创建的表面平均值1节点重命名为H2O蒸发率。3.将标量场函数设置为液膜蒸发率>水的液膜蒸发率。4.单击零部件属性右侧的省略号。5.在出现的对话框中,展开区域>流体节点,然后选择湿壁面[原位1].6.单击确定。H2O蒸发率-属性窗口如下所示:复制该报告,以创建乙二醇蒸发率报告:7.右键单击报告>H2O蒸发率,然后选择复制。8.右键单击报告,然后选择粘贴。9.将H2O蒸发率副本重命名为C2H6O2蒸发率。10.选择报告>C2H6O2蒸发率,然后将标量场函数设置为液膜蒸发率>C2H6O2液膜蒸发率。为两个报告创建监视器和绘图。11.选择H2O蒸发率和C2H6O2蒸发率节点,然后右键单击其中一项并选择从报告创建监视器和绘图。12.单击单个绘图,在同一张绘图中显示两个蒸发率。设置监视器,在每个时间步进行更新:13.选择监视器>C2H6O2蒸发率监视器和H2O蒸发率监视器节点,然后将触发器设为时间步。格式化监视器绘图外观:14.将绘图>报告绘图重命名为蒸发率。15.右键单击绘图>蒸发率节点,然后选择打开。16.选择绘图>蒸发率>轴>X轴>标题,然后将标题设为时间(s)。17.选择绘图>蒸发率>轴>Y轴>标题,然后将标题设为液膜蒸发率的表面平均值(kg/m^2-s)。设置标量场景设置标量场景,以显示液膜厚度。设置标量场景:创建液膜厚度的标量场景。1.右键单击场景节点,然后选择新建场景>标量。已根据场景节点创建新子节点标量场景1。2.将场景>标量场景1节点重命名为温度。3.单击场景/绘图。4.选择温度>显示器>标量1>零部件节点,然后单击零部件属性右侧的省略号。在显示的对话框中,展开区域>湿壁面壳节点,然后选择湿壁面。5.展开拉格朗日相节点,然后选择液滴,以可视化边缘液膜剥离。6.单击确定。7.选择温度>显示器>标量1>标量场节点,然后单击函数属性的右侧并将其设为温度。8.单击工具栏中的(保存-恢复-选择视图),然后选择恢复视图>视图1。9.保存模拟。运行模拟模拟准备现已结束,可以运行模拟。要运行模拟:1.单击求解工具栏中的(运行)。输出窗口中会显示求解进度。图形窗口中会自动创建残差屏幕,并在其中显示求解器的进度。模拟运行期间,您可单击图形窗口顶部的选项卡,查看场景和绘图。您可在运行期间,单击工具栏上的(停止)以停止进程。如果您停止模拟,可单击(运行)将其恢复。2.激活温度场景并观测壁面的变化和求解过程中的的液滴温度。上例显示了运行初期的温度。模拟继续,直至完成5秒的物理时间为止。当完成最后一次迭代时,输出窗口中会显示下列信息:已满足停止标准最大物理时间。3.当模拟完成运行时保存模拟。可视化结果检查模拟结果。最后一步的求解温度轮廓如下所示。1.激活蒸发率监视器绘图。收敛求解的蒸发率绘图如下所示。总结本教程介绍了如何使用STAR-CCM+的液膜建模功能来设置经过蒸发和边缘剥离的多成分液膜场景。本教程介绍了STAR-CCM+的下列功能:•定义液膜模型的模型。•设置液膜模型。•设置液膜-欧拉和液膜-拉格朗日相界面。•设置液膜蒸发和冷凝模型。•设置壳区域和边界条件。•设置边缘剥离模型•按设定的物理时间运行求解器。原资料见附件免责声明:本页面/内容部分素材来源于互联网公开信息,旨在传递更多信息,不代表本平台立场。版权归原作者或机构所有,如涉及侵权,请通过平台联系我们,我们将在核实后第一时间处理。本平台对转载内容的真实性、准确性不作任何保证,用户需自行判断并承担使用风险。

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