Computational Transport Phenomena for Engineering Analyses

Computational Transport Phenomena Overview Transport Phenomena Analyzing Transport Phenomena A Computational Tool: The CTP Code Verification, Validation, and Generalization Summary Nomenclature References The Equations of Change Introduction Derivation of The Continuity Equation Derivation of The Species Continuity Equation Derivation of The Equation Of Motion Derivation of The General Energy Equation Non-Newtonian Fluids General Property Balance Analytical and Approximate Solutions for the Equations of Change Summary Nomenclature References Physical Properties Overview Real-Fluid Thermodynamics Chemical Equilibrium and Reaction Kinetics Molecular Transport Properties Thermal Radiation Properties Nomenclature References Turbulence Modeling Concepts Reynolds Averaging and Eddy Viscosity Models Turbulence Characteristics Reynolds and Favre Averaging Eddy Viscosity Models Nomenclature Appendix 4.A: Basic Probability Parameters References Other Turbulence Models More Comprehensive Turbulence Models Differential Second-Moment Closure Methods Probability Density Function Models Direct Numerical Simulation Large Eddy Simulation Laminar-To-Turbulent Transition Models Nomenclature References Computational Coordinates and Conservation Laws Overview Coordinates Conservation Laws in Computational Coordinates Transformed CTP Equations Nomenclature Appendix 6.A Transformed Terms Which Complete the System of Conservation Laws References Numerical Methods for Solving Governing Equations Overview Density-Based and Pressure-Based Methods Numerical Methods Grid Topologies Space--Time Conservation-Element/Solution-Element Methods Nomenclature References The CTP Code Grids Discretized Conservation Equations Upwind and Dissipation Schemes Solution Strategy Time-Marching Scheme Boundary Conditions Initial Conditions CTP Code Features User's Guide Nomenclature Multiphase Phenomena Scope Dilute Suspensions Interphase Mass Transfer Multiphase Effects Included in the CTP Code Population Balance Models Dense Particulate Flows Nomenclature References Closure References APPENDIX A: Grid Stencils and Example Problems APPENDIX B: Rudiments of Vector and Tensor Analysis APPENDIX C: Fortran Primer Index