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Matos D., Valerio C. (Eds.) Fluid Mechanics and Pipe Flow: Turbulence, Simulation and Dynamics

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Matos D., Valerio C. (Eds.) Fluid Mechanics and Pipe Flow: Turbulence, Simulation and Dynamics
Nova Science Publishers, 2009, 467 pages, ISBN: 1607410370
Fluid mechanics is the study of how fluids move and the forces that develop as a result. Fluids include liquids and gases and fluid flow can be either laminar or turbulent. This book presents a level set based methodology that will avoid problems in potential flow models with moving boundaries. A review of the state-of-the-art population balance modelling techniques that have been adopted to describe the nature of dispersed phase in multiphase problems is presented as well. Recent works that are aimed at putting forward the main ideas behind a new theoretical approach to turbulent wall-bounded flows are examined, including a state-of-the-art review on single-phase incompressible fluid flow.
Solute Transport, Dispersion, and Separation in Nanofluidic Channels
H2O in the Mantle: From Fluid to High-Pressure Hydrous Silicates
On the Numerical Simulation of Turbulence Modulation in Two-Phase Flows
A Review of Population Balance Modelling for Multiphase Flows: Approaches, Applications and Future Aspects
Numerical Analysis of Heat Transfer and Fluid Flow for Three-Dimensional Horizontal Annuli with Open Ends
Convective Heat Transfer in the Thermal Entrance Region of Parallel Flow Double-Pipe Heat Exchangers for Non-Newtonian Fluids
Numerical Simulation of Turbulent Pipe Flow
Pipe Flow Analysis of Uranium Nuclear Heating with Conjugate Heat Transfer
First and Second Law Thermodynamics Analysis of Pipe Flow
Single-Phase Incompressible Fluid Flow in Mini- and Micro-channels
Experimental Study of Pulsating Turbulent Flow through a Divergent Tube
Solution of an Airfoil Design Inverse Problem for a Viscous Flow Using a Contractive Operator
Some Free Boundary Problems in Potential Flow Regime Using he Level Set Method
A New Approach for Polydispersed Turbulent Two-Phase Flows: The Case of Deposition in Pipe-Flows
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