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    • Publisher:
      Cambridge University Press
      Publication date:
      07 October 2011
      26 September 2011
      ISBN:
      9781139003407
      9781107012950
      9781107630178
      Dimensions:
      (228 x 152 mm)
      Weight & Pages:
      0.54kg, 260 Pages
      Dimensions:
      (229 x 152 mm)
      Weight & Pages:
      0.35kg, 260 Pages
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    Book description

    William T. Sha first proposed the novel porous media formulation in an article in Nuclear Engineering and Design in 1980. The novel porous media formulation represented a new, flexible and unified approach to solve real-world engineering problems. It uses the concept of volume porosity, directional surface porosities, distributed resistance and distributed heat source and sink. Most practical engineering problems involve many complex shapes and sizes of solid internal structures whose distributed resistance is impossible to quantify accurately. The concept of directional surface porosities eliminates the sole reliance on empirical estimation of the distributed resistance of complex-shaped structures often involved in the analysis. The directional surface porosities thus greatly improve the resolution and modeling accuracy and facilitate mock-ups of numerical simulation models of real engineering systems. Both the continuum and conventional porous media formulations are subsets of the novel porous media formulation.

    Reviews

    ‘In the reviewer’s opinion, this book provides a fundamental and comprehensive presentation of the mathematical and physical theory of multiphase flow, pointing out several important practical applications. [It] is excellently written and readable. Numerical solutions are given graphically and in tabular form. A large list of 66 papers and books is included at the end of the book. The book will be useful to a wide range of specialists working in the area of flows in porous media, such as design engineers, physicists, chemical engineers, and also to researchers interested in the applied mathematical theory of flows in porous media. It can be also recommended as a text for seminars and courses, as well as for independent study. Some chapters of the book present the state-of-the-art reviews, and they provide a solid background for future research.’

    Ioan Pop Source: Zentralblatt MATH

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    Contents

    References
    Sha, W. T.Slattery, J. C.80 1980
    Sha, W. T.An Overview on Rod-Bundle Thermal-Hydraulic AnalysisNucl. Engi. Design 62 1 1980
    Sha, W. T.Chao, B. T.Soo, S. L.Porous Media Formulation for Multiphase Flow with Heat TransferNucl. Eng. Design 82 93 1984
    Sha, W. T.Chao, B. T.Soo, S. L. 1983
    Sha, W. T.Chao, B. T.Soo, S. L.Time Averaging of Volume Averaged Conservation Equations of Multiphase FlowAIChE Symposium Series 255 420 1983
    Sha, W. T.Chao, B. T.Novel Porous Media Formulation for Multiphase Flow Conservation EquationsNucl. Eng. Design 237 918 2007
    Whitaker, S.Advances in Theory of Fluid Motion in Porous MediaInd. Eng. Chem 61 14 1969
    Slattery, J. C.Flow of Viscoelastic Fluids through Porous MediaAIChE J. 13 1066 1967
    Soo, S. L.Dynamics of Multiphase FlowI&EC Fundam. 4 425 1965
    Whitaker, S.Diffusion and Dispersion in Porous MediaAIChE J. 13 420 1967
    Anderson, T. B.Jackson, R.A Fluid Mechanical Description of Fluidized BedsI&EC Fundam. 6 527 1967
    Slattery, J. C.Multiphase Viscoelastic Flow through Porous MediaAIChE J 14 50 1968
    Wallis, G. B.One-Dimensional Two-Phase FlowMcGraw-HillNew York 1969
    Slattery, J. C.Two-Phase Flow through Porous MediaAIChE J 16 345 1970
    Drew, D. A.Averaged Field Equations for Two-Phase MediaStudies Appl. Math. 50 1971
    Patel, J. G.Hegde, M. G.Slattery, J. C.Further Discussion of Two-Phase Flow in Porous MediaAIChE J. 18 1062 1972
    Bachmat, Y.Spatial Macroscopization of Processes in Heterogeneous SystemsISR. J. Technol 10 391 1972
    Bear, J.Dynamics of Fluids in Porous MediaAmerican ElsevierNew York 1972
    Whitaker, S.The Transport Equations for Multiphase SystemsChem. Eng. Sci 28 139 1973
    Hopke, S. W.Slattery, J. C.Bounding Principles for Two-Phase Flow SystemsInt. J. Multiphase Flow 1 1975
    Gray, W. G.A Derivation of the Equations for Multiphase TransportChem. Eng. Sci 30 229 1975
    Gray, W. G.O’Neill, K.On the General Equations for Flow in Porous Media and Their Reduction to Darcy's LawWater Resour. Res 12 148 1976
    Gray, W. G.Lee, P. C. Y.On the Theorems for Local Volume Averaging of Multiphase SystemsInt. J. Multiphase Flow 3 333 1977
    Delhaye, J. M.Archard, J. L.3 1976
    Delhaye, J. M.Instantaneous Space-Averaged EquationsTwo-Phase Flows and Heat TransferKakac, S.Mayinger, F.81HemisphereWashington, DC 1977
    Delhaye, J. M.Local Time-Averaged EquationsTwo-Phase Flows and Heat TransferKakac, S.Mayinger, F.101HemisphereWashington, DC 1977
    Lehner, F. K.A Derivation of the Field Equations for Slow Viscous Flow through a Porous MediaInd. Eng. Chem. Fundam 18 1 1979
    Reynolds, A. J.Reviews–Thermo-Fluid Dynamic Theory of Two-Phase Flow, by M. IshiiJ. Fluid Mech. 78 638 1976
    Ishii, M.Thermo-Fluid Dynamic Theory of Two-Phase FlowEyrollesParis 1975
    Ishii, M.Hibiki, T.Thermo-Fluid Dynamics of Two-Phase FlowSpringer ScienceNew York 2006
    Sha, W. T.Soo, S. L.On the Effect of Term in Multiphase MechanicsInt. J. Multiphase Flow 5 153 1979
    Soo, S. L.Equations of Multiphase-Multidomain MechanicsMultiphase TransportVeziroglu, T.HemisphereWashington, DC 1980
    Campbell, I. J.Pitcher, A. S.Shock Waves in Liquid Containing Gas BubblesProc. Roy. Soc. Ser. A 243 534 1958
    Hinz, J. P.TurbulenceMcGraw-Hill 1978
    Winnikow, S.Chao, B. T.Droplet Motion in Purified SystemsPhys. Fluids 9 50 1966
    Sha, W. T.Chao, B. T.Soo, S. L.84 1984
    Sha, W. T.Domanus, H. M.Schmitt, R. C.Oras, J. J.Lin, E. J. H. 1978
    Davis, R. W.Moore, E. F.Purtell, L. P.A Numerical-Experiment Study of Confined Flow around Rectangular CylindersPhys. Fluids 27 46 1984
    Ghia, U.Ghia, K. N.Shin, C. T.High- Solutions for Incompressible Flow Using the Navier-Stokes Equations and a Multigrid MethodJ. Compu. Phys 48 387 1982
    Sakai, K.Sun, J. G.Sha, W. T. 1994
    Leonard, B. P.The QUICK Finite Difference Method for the Convective-Diffusion Equation in AdvancesComputer Methods for Partial Differential Equations, IIIIMACS 1979
    Chapman, M.FRAM-Nonlinear Damping Algorithm for the Continuity EquationJ. Comp. Phys 44 84 1981
    McGriff, R.Chao, J.Chexal, B.Layman, W. 1984
    Chen, B. C-J.Cha, B. K.Sha, W. T. 1984
    Sha, W. T.Yang, C. I.Kao, T. T.Cho, S. M.Multi-Dimensional Numerical Modeling of Heat ExchangersJ. Heat Transfer 104 417 1982
    Sha, W. T.Numerical Modeling of Heat ExchangersHandbook for Heat and Mass Transfer815 1986
    Baumann, W. L.Domanus, H. M.Sha, W. T.EBR-II In-Vessel Thermal-Hydraulic Transient Simulation Using the COMMIX-1A Computer CodeTrans. Am. Nucl. Soc 43 499 1982
    Sha, W. T. 1983
    Sha, W. T.Shah, V. L. 1994
    Stewart, W. A.Pirvzynski, A. T.Svinivas, V.85 1985
    Sha, W. T.Chien, T. H.Sun, J. G.Chao, B. T.Analysis of Large-Scale Tests for AP-600 Passive Containment Cooling SystemNucl. Eng. and Design 232 197 2004
    Spencer, D. R.Woodcook, J.Wright, R. F.Schmidt, J. E.Panes, M.Christenson, D. E.21 1993
    Ha, J. J.Aldemir, T. 1986 473
    Sha, W. T. 1987
    Domanus, H. M.Schmitt, R. C.Sha, W. T.Petrill, E. M.Howe, W. L.Bass, J. P.137 1986
    Hull, J. R.Liu, K. V.Sha, W. T.Komal, J.Nielson, C. E.Dependence of Ground Heat Loss upon the Solar Pond Size and Parameter Insulation: Calculation and Experimental ResultsJ. Solar Energy 33 25 1984
    Sha, W. T.Soo, S. L. 1990
    Brennen, C. E.Fundamentals of Multiphase FlowCambridge University Press 2005
    Crapiste, G. H.Rotstein, E.Whitaker, S.A General Closure Scheme for Method of Volume AveragingChem. Eng. Sci. 41 227 1986
    Fazle Hussain, A. K. M.Role of Coherent Structure in Turbulent Shear FlowProc. Indian Acad. Sci 4 129 1981
    Crowe, C.Sommerfeld, M.Tsuji, Y.Multiphase Flows with Droplets and ParticlesCRC Press, Boca Raton, Florida 1998
    Kolev, N. I.Multiphase Flow DynamicsSpringer 2007
    Padilla Jr, A.Rowe, D. S.A Donor Flow Formulation for Momentum Flux DifferencingTrans. Am. Nucl. Sci 46 851 1984
    Sha, W. T.Thompson, Joe F. 1979
    Chen, B. C.-J.Chien, T. H.Sha, W. T. 1985
    Sha, W. T. 1994

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