.../S0017-9310(97)00075-6 channel flow computational fluid dynamics finite volume methods flow through porous media heat pipes hydrodynamics nonlinear differential equations perturbation theory The fluid flow and heat transfer in porous saturated channels with various cross sections...

... flow forced convection perturbation theory The problem of the stability of an incompressible viscous flow between two concentric rotating circular cylinders (Couette flow) was first studied by Taylor ( 1 ). He found experimentally that for narrow gap between the cylinders, the flow becomes...

... on the resultant force between the Corilois force and centrifugal force. 13 10 2004 21 09 2005 rotational flow pipe flow perturbation theory Navier-Stokes equations Coriolis force torsion secondary flow curved pipe/duct rotation Coriolis force Flows in rotating pipes...

...O. A. Likahachev 12 07 2004 laminar flow flow instability boundary layers perturbation theory 1. The fourth equation in the system (2) was printed incorrectly. The correct system is: γ Uu + Go 2 U ′ v − Bfu ′ = u ″ − β 2 u (2...

... and computational methods primarily provided by the years of experience of Professor Katz. 03 05 2004 aerodynamics Mach number boundary layers laminar flow vortices perturbation theory computational fluid dynamics The text is a second edition and is over 600 pages in length; not only...

... , pp. 547 – 565 . Li , T. Y. , and Nagamatsu , H. T. , 1955 , “ Similar Solutions of Compressible Boundary-Layer Equations ,” J. Aeronaut. Sci. , 22 , pp. 607 – 616 . laminar flow boundary layers compressibility enthalpy compressible flow perturbation theory numerical...

... of an accurate analytical solution is essential for future numerical and experimental studies. solubility two-phase flow flow through porous media perturbation theory fluid oscillations disperse systems flow simulation Contributed by the Fluids Engineering Division for publication...

... flow) at lower Reynolds numbers. 2 The function l η in Eq. ( 25 ) ( a ) λ = 0 ( b ) λ = 1 pipe flow non-Newtonian flow slip flow perturbation theory shear flow boundary layers flow simulation The viscous flow in a curved tube is a basic...

... instability drag perturbation theory Cable problems typically involve flow oriented both normal and parallel to the axis of the cable. In cases such as towed cables behind ships and airplanes, the axial translation of the cable can be much larger than the cross-flow velocity. In other cases...

... perturbation theory two-phase flow bubbles The study of liquid bubbly flows has some interesting applications such as the control of the sound produced by ship propellers or the design of devices to propel high-speed water borne craft; some of these applications are illustrated in more detail...

.... Williams. 05 October 2000 27 March 2001 laminar flow flow instability vortices boundary layers perturbation theory A new theoretical treatment of the Taylor-Gortler instability of laminar boundary layers with streamline curvature is brought to the reader’s attention...

... , Butterworth-Heinemann, a Division of Reed Publishing (USA) Inc. Ginzburg , V. L. , and Landau , L. D. , 1950 , “ Theory of superconductivity ,” J. Exp. Theor. Phys. , 20 , pp. 1064 – 1082 . film flow flow instability stability criteria liquid films perturbation theory...

... layer thickness δ to the radius of curvature of the wall R . Accordingly, the near-wall dimensionless mean velocity profile on curved walls deviates from that on flat walls. channel flow turbulence perturbation theory shear flow 2000 ASME ...