Viscous Fluid FlowMcGraw-Hill, 1974 - 725 Seiten Frank White's "Viscous Fluid Flow, Third Edition" continues to be the market leader in this course area. The text is for a senior graduate level elective in Mechanical Engineering, and has a strong professional and international appeal. Author Frank White is has a strong reputation in the field, his book is accurate, conceptually strong, and contains excellent problem sets. Many of the problems are new to this third edition; a rarity among senior and graduate level textbooks. The references found in the text have been updated and reflect the most current information available. Users will also be interested to find explanations of, and references to ongoing controversies and trends in this course area. Topically speaking, the text contains modern information on technological advances, such as Micro- and Nano-technology, Turbulence Modeling, Computational Fluid Dynamics (CFD), and Unsteady Boundary Layers. |
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45 Seiten stimmen mit dem Suchbegriff "Kármán" in diesem Buch überein.
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Inhalt
Preliminary Concepts | 1 |
Fundamental Equations of Compressible Viscous Flow | 61 |
13 | 97 |
Urheberrecht | |
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analysis approximation assume asymptotic axisymmetric Blasius boundary conditions boundary layer boundary-layer flow C₁ calculations Chap coefficient compressible const constant convection correlation Couette Couette flow curve cylinder derivative differential equation dimensionless downstream drag duct effect exact example Falkner-Skan FIGURE finite finite-difference flat plate flat-plate fluid formula freestream gases given heat transfer incompressible incompressible flow integral relation inviscid Kármán laminar flow linear Mach number Mech momentum equation Navier-Stokes equations no-slip condition Note Nusselt parameter percent pipe Pohlhausen Poiseuille Poiseuille flow potential flow Prandtl number pressure gradient problem Reynolds analogy Reynolds number separation point shear stress shown in Fig skin friction stagnation stream function streamlines suction surface Table theory thickness three-dimensional tion turbulent flow two-dimensional U₁ unstable variables velocity profile viscous flow vorticity wake zero әй ди მე მყ