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Discrete Models Of Fluid Dynamics
About this book
Recent developments of discrete methods of fluid dynamics, particularly the two most relevant aspects: the "half" discrete case — discrete Boltzmann equation; and the "totally" discrete one — lattice gas were discussed. Both the conceptual and numerical significance of these discrete models were covered as well as the mathematical problems which arise from them. This Colloquium is the third of a series initiated in Santa Fe (USA 1986) the second having taken place in Torino (Italy 1988).
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Yes, you can access Discrete Models Of Fluid Dynamics by A S Alves in PDF and/or ePUB format, as well as other popular books in Biological Sciences & Science General. We have over one million books available in our catalogue for you to explore.
Information
Table of contents
- CONTENTS
- ACKNOWLEDGEMENTS
- PREFACE
- MACROSCOPIC VARIABLES IN DISCRETE KINETIC THEORY
- The trend to equilibrium in discrete and continuous kinetic theory: a comparison
- THE DISCRETE BOLTZMANN EQUATION FOR GASES WITH BI-MOLECULAR CHEMICAL REACTIONS
- Asymptotic Behavior of Solutions to the Discrete Boltzmann Equation
- Some rigorous results on phase segregation for stochastic cellular automata
- On the Initial-Value Problem in Discrete Kinetic Theory
- THERMAL CONDUCTION IN 2D-LATTICE GASES
- PLASMAS WITH DISCRETE VELOCITIES
- RECENT ADVANCES IN THE THEORY OF THE LATTICE BOLTZMANN EQUATION
- SOLUTIONS OF THE STEADY BOLTZMANN EQUATION IN A SLAB: APPLIED PROBLEMS, PURE RESULTS
- ON A BOUNDARY VALUE PROBLEM FOR THE CARLEMAN MODEL OF THE BOLTZMANN EQUATION
- RECENT RESULTS ON THE FRACTIONAL STEP METHOD IN DISCRETE KINETIC THEORY
- SHOCK WAVES FOR THE TWO SPEEDS 8Vi, 14Vi AND 24Vi DISCRETE BOLTZMANN MODELS WITH TEMPERATURE
- ON THE DECOMPOSITION OF DOMAINS IN NON-LINEAR DISCRETE KINETIC THEORY
- SIMULATION OF RIVER-DISCHARGE FRONTS WITH LATTICE GAS AUTOMATA
- FULL TIME DEPENDENCE OF THE VACF IN CA-FLUIDS: THEORY AND SIMULATIONS
- THE COUETTE FLOW BY A FOUR-VELOCITY MODEL OF THE UEHLING-UHLENBECK EQUATION
- TEMPERATURE AND HEAT CONDUCTIVITY IN CELLULAR AUTOMATA FLUIDS
- SOFT MODES IN CA-FLUIDS AT FINITE WAVE NUMBERS
- THERMODYNAMIC ENTROPY AND TEMPERATURE OF A NINE VELOCITIES LATTICE GAS AUTOMATON
- ON A BROADWELL-IIKE LATTICE IN A BOX
- A CLASS OF LATTICE GAS AUTOMATA FOR GINZBURG-LANDAU TYPE EQUATIONS
- Lattice Gas Simulations of One and Two-Phase Fluid Flows Using the Connection Machine-2
- LIST OF PARTICIPANTS
- Series on Advances In Mathematics for Applied Sciences
