| Description |
1 online resource : illustrations |
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text txt rdacontent |
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computer c rdamedia |
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online resource cr rdacarrier |
| Series |
Tsinghua University Press computational mechanics series
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| Note |
Preface>Chapter 1 The Physics Models>Chapter 2 Physics Coupling Phenomena and Formulations>Chapter 3 The Coupling Methods>Chapter 4 The Nonstructural Physics with Moving Boundary>Chapter 5 Stabilization Schemes for the Highly Nonlinear Problems>Chapter 6 Coupling Simulation for Rotating Machines>Chapter 7 High Performance Computing for Multiphysics Problem>Chapter 8 General Multiphysics Study Cases>Chapter 9 Multiphysics Applications in Automotive Engineering>Chapter 10 Computational Fluid Dynamic (CFD) in Aerospace Field and CFD Based Multidisciplinary>Chapter 11 Multiphysics Simulation of MEMS>Chapter 12 Bidirectional Multiphysics Simulation of Turbine Machinery>Chapter 13 Multi-physics Modeling for Biomechanical Problems>Chapter 14 Other Multi-physics Applications>Chapter 15 Code Implementation of Multiphysics Modeling. |
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CIP data; item not viewed. |
| Contents |
Cover; Title Page; Copyright Page; Contents; Preface; Acknowledgments; 1 -- The physics models; 1.1 -- Heat flow fundamentals; 1.1.1 -- Basic equations; 1.1.2 -- Boundary conditions; 1.1.3 -- Weak forms of the thermal equation; 1.1.4 -- The shape functions for FEM; 1.1.5 -- Formulations in matrix form; 1.1.6 -- The nonlinearity in thermal analysis; 1.1.6.1 -- Material properties; 1.1.6.2 -- Convection term from computational fluid dynamics (CFD) coupling; 1.1.7 -- Stabilization method for convection-dominant transport equations; 1.1.8 -- Penalty-based thermal contact. |
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1.1.8.1 -- The matrix equation for thermal contact1.2 -- Fluid dynamics; 1.2.1 -- Basic equations for fluid flow; 1.2.2 -- Boundary and initial conditions for fluid flow; 1.2.3 -- The constitutive equation for fluid flow; 1.2.4 -- The weak forms; 1.2.4.1 -- Galerkin formulation for N-S equations; 1.2.4.1.1 -- The shape functions; 1.2.5 -- Finite element equations; 1.2.6 -- The nonlinearity and numerical challenging in CFD; 1.2.7 -- The stabilization methods; 1.2.7.1 -- SUPG and PSPG methods; 1.2.7.2 -- Discontinuity capturing operator (Tezduyard, 2012). |
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1.2.7.3 -- Underrelaxation method and solution capping1.2.8 -- Turbulence model in CFD; 1.2.8.1 -- k-Epsilon turbulence model; 1.2.8.1.1 -- Basic equations for the k-epsilon model; 1.2.8.1.2 -- Equations in weak form; 1.2.8.1.3 -- Boundary conditions; 1.2.8.1.4 -- Equations in matrix form; 1.2.8.2 -- Wilcox k-omega turbulence model; 1.2.8.2.1 -- Basic equations for k-omega model; 1.2.8.2.2 -- Boundary conditions; 1.2.8.2.3 -- Weak forms of k-omega model; 1.2.8.2.4 -- Equations in matrix form; 1.2.8.3 -- Procedure for solving the k-epsilon/k-omega turbulence model; 1.2.8.4 -- Large eddy simulation. |
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1.2.9 -- The general transport equations1.2.9.1 -- The governing equation of the transport equation; 1.2.9.2 -- The weak form of advection diffusion equation; 1.2.9.3 -- The SUPG stabilization for the advection-dominated advection-diffusion equation; 1.2.9.3.1 -- Central differencing approach; 1.2.9.3.2 -- Upwind method for convection-dominant transport equations (first-order accuracy); 1.2.9.4 -- Discontinuity capturing operator for the advection-diffusion equation; 1.3 -- Structural mechanics; 1.3.1 -- Governing equations for structure analysis; 1.3.2 -- The equation in matrix form. |
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1.3.2.1 -- The weak form by virtual work (Bathe, 2006)1.3.2.1.1 -- The solution space and shape function; 1.3.2.2 -- The equations in matrix form; 1.3.3 -- The general nonlinearity in structural dynamics; 1.3.3.1 -- Nonlinear material properties; 1.3.3.2 -- Geometrical nonlinearity; 1.3.4 -- Incompressible hyperelastic material for the rubber (Watanabe, 1995); 1.3.4.1 -- High Mooney-Rivlin model; 1.3.4.2 -- Mixed interpolation for incompressible hyperelasticity; 1.3.4.2.1 -- Finite element equation; 1.3.5 -- Formulations for thin structure with large deformation. |
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1.3.5.1 -- Basic equations for thin shell structure. |
| Subject |
Mathematical physics.
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Physique mathématique.
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Mathematical physics
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| Added Author |
Zhang, Qun, editor.
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Cen, Song, 1972- editor.
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| Other Form: |
Print version 9780124077096 |
| ISBN |
9780124077379 (PDF ebook) |
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0124077374 (PDF ebook) |
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9780124077096 (hbk.) |
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0124077099 |
| Standard No. |
AU@ 000056976900 |
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CHBIS 010796236 |
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CHNEW 001013487 |
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CHVBK 403953987 |
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UKMGB 017487851 |
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