本书是一本很好实用的计算流体动力学教材，它以简明、清晰的语言介绍了计算流体动力学的基本原理、控制方程、边界条件、湍流及其模式、有限体积法等。与上一版相比，在保持版基本结构和写作风格基础上，本书增加了一部分内容介绍CFD重要发展；在处理流体流方面，本书增加了支持LES和DNS的基本观点的综述，使得内容结构更加完整。本书还重点介绍了目前在各类流行商业软件中普遍采用的基于压力求解体系的有限体积法。

Preface
Acknowledgements
1 Introduction
1.1 What is CFD?
1.2 How does a CFD code work?
1.3 Problem solving with CFD
1.4 Scope of this book
2 Conservation laws of fluid motion and boundary conditions
2.1 Governing equations of fluid flow and heat transfer
2.1.1 Mass conservation in three dimensions
2.1.2 Rates of change following a fluid particle and for a fluid element
2.1.3 Momentum equation in three dimensions
2.1.4 Energy equation in three dimensions
2.2 Equations of state
2.3 Navier-Stokes equations for a Newtonian fluid
2.4 Conservative form of the governing equations of fluid flow
2.5 Differential and integral forms of the general transport equations
2.6 Classification of physical behaviours
2.7 The role of characteristics in hyperbolic equations
2.8 Classification method for simple PDEs
2.9 Classification of fluid flow equations
2.10 Auxiliary conditions for viscous fluid flow equations
2.11 Problems in transonic and supersonic compressible flows
2.12 Summary
3 Turbulence and its modelling
3.1 What is turbulence?
3.2 Transition from laminar to turbulent flow
3.3 Descriptors of turbulent flow
3.4 Characteristics of simple turbulent flows
3.4.1 Free turbulent flows
3.4.2 Flat plate boundary layer and pipe flow
3.4.3 Summary
3.5 The effect of turbulent fluctuations on properties of the mean flow
3.6 Turbulent flow calculations
3.7 Reynolds-averaged Navier-Stokes equations and classical turbulence models
3.7.1 Mixing length model
3.7.2 The k-ε model
3.7.3 Reynolds stress equation models
3.7.4 Advanced turbulence models
3.7.5 Closing remarks-RANS turbulence models
3.8 Large eddy simulation
3.8.1 Spa filtering of unsteady Navier-Stokes equations
3.8.2 Smagorinksy-Lilly SGS model
3.8.3 Higher-order SGS models
3.8.4 Advanced SGS models
3.8.5 Initial and boundary conditions for LES
3.8.6 LES applications in flows with complex geometry
3.8.7 General comments on performance of LES
3.9 Direct numerical simulation
3.9.1 Numerical issues in DNS
3.9.2 Some achievements of DNS
3.10 Summary
4 The finite volume method for diffusion problems
4.1 Introduction
4.2 Finite volume method for one-dimensional steady state diffusion
4.3 Worked examples: one-dimensional steady state diffusion
4.4 Finite volume method for two-dimensional diffusion problems
4.5 Finite volume method for three-dimensional diffusion problems
4.6 Summary
5 The finite volume method for convection-diffusion problems
5.1 Introduction
5.2 Steady one-dimensional convection and diffusion
5.3 The central differencing scheme
5.4 Properties of discretisation schemes
5.4.1 Conservativeness
5.4.2 Boundedness
5.4.3 Transportiveness
5.5 Assessment of the central differencing scheme for convection-diffusion problems
5.6 The upwind differencing scheme
5.6.1 Assessment of the upwind differencing scheme
5.7 The hybrid differencing scheme
5.7.1 Assessment of the hybrid differencing scheme
5.7.2 Hybrid differencing scheme for multi-dimensional convection-diffusion
5.8 The power-law scheme
5.9 Higher-order differencing schemes for convection-diffusion problems
5.9.1 Quadratic upwind differencing scheme: the QUICK scheme
5.9.2 Assessment of the QUICK scheme
5.9.3 Stability problems of the QUICK scheme and remedies
5.9.4 General comments on the QUICK differencing scheme
5.10 TVD schemes
5.10.1 Generalisation of upwind-biased discretisation schemes
5.10.2 Total variation and TVD schemes
5.10.3 Criteria for TVD schemes
5.10.4 Flux limiter functions
5.10.5 Implementation of TVD schemes
5.10.6 Evaluation of TVD schemes
5.11 Summary
6 Solution algorithms for pressure-velocity coupling in ste