Fadl Moukalled received his PhD degree in Mechanical Engineering from Louisiana State University in 1987. During that same year he joined the Mechanical Engineering Department at the American University of Beirut where currently he serves as a Professor. He is research interests cover several aspects of the finite volume method and its use in computational fluid dynamics. A founding member of the CFD Group at AUB, he worked on convection schemes, pressure based segregated algorithms for incompressible and compressible flows, adaptive grid methods, multigrid methods, transient schemes for free surface flows, multiphase flows, and fully coupled pressure based solvers for incompressible, compressible, and multiphase flows.

Luca Mangani received his PhD degree form the University of Florence in 2006, where he worked on the development of a state-of-the-art turbo machinery code in OpenFOAM® for heat transfer and combustion analysis. After three years of post-doc work, he joined the Lucerne University of Applied Sciences and Arts as Senior Research and chief engineer for CFD simulations. Since 2014 he is serving as an Associate Professor at the fluid mechanics and hydro-machines department, where he manages a variety of projects with industrial partners aimed at developing advanced and novel CFD tools. His research interests include pressure and density-based solvers, segregated and fully coupled algorithms, fluid-structure interaction (FSI), turbulence, and conjugate heat transfer modeling.

Marwan Darwish received his PhD degree in Materials Processing from BRUNEL University in 1991. He then joined the BICOM institute for one year as a post-doc before joining the Mechanical Engineering Department at the American University of Beirut in 1992, where he currently serves as a Professor. His research interest covers a range of topics including solidification, advanced numerics, free surface flow, high resolution schemes, multiphase flows, coupled algorithms, and algebraic multigrid. He is a founding member of the CFD Group at AUB.

Covers the FVM method in detail, including implementation of boundary conditions and two-equation turbulence models

Keynote presentations and exercise solutions available for instructors

Relates FVM algorithms and methods to uFVM and OpenFOAM® implementations

Detailed treatment of SIMPLE-based all speed flow algorithms and role of the Rhie-Chow interpolation

Provides FVM Matlab code involving implementation details of various numerics along with source code of the incompressible and compressible flow solvers developed in the book for OpenFOAM

Includes supplementary material: [...]

Foundation.-
1 Introduction.- 2 Review of Vector Calculus.- 3 Mathematical Description of Physical Phenomena.- 4 The Discretization Process.- 5 The Finite Volume Method.- 6 The Finite Volume Mesh.- 7 The Finite Volume Mesh in OpenFOAM® and uFVM.-
Discretization.-
8 Spatial Discretization: The Diffusion Term.- 9 Gradient Computation.- 10 Solving the System of Algebraic Equations.- 11 Discretization of the Convection Term.- 12 High Resolution Schemes.- 13 Temporal Discretization: The Transient Term.- 14 Discretization of the Source Term, Relaxation, and Other Details.-
Algorithms.-
15 Fluid Flow Computation: Incompressible Flows.- 16 Fluid Flow Computation: Compressible Flows.-
Applications.-
17 Turbulence Modeling.- 18 Boundary Conditions in OpenFOAM® and uFVM.- 19 An OpenFOAM® Turbulent Flow Application.- 20 Closing Remarks.- Appendices.