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Ludwig Prandtl and boundary layers in fluid flow

Resonance, 2000
In 1904, Prandtl proposed the concept of boundary layers that revolutionised the study of fluid mechanics. In this article we present the basic ideas of boundary layers and boundary-layer separation, a phenomenon that distinguishes streamlined from bluff
Jaywant H. Arakeri, P. N. Shankar
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Convection in a low Prandtl number fluid

Journal of Crystal Growth, 1996
Abstract As a simple two-dimensional model of convection in the liquid phase during crystal growth using the Bridgman technique, we consider the fluid flow in a shallow rectangular cavity heated from one side. For an aspect ratio of 4 (aspect ratio = length height ), previous numerical studies have shown the existence of two types of ...
Skeldon, AC, Riley, DS, Cliffe, KA
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The Glauert-Prandtl Approximation for Subsonic Flows of a Compressible Fluid

Journal of the Aeronautical Sciences, 1945
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Tsien, Hsue-Shen, Lees, L.
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Horizontal solidification of average and low Prandtl fluids in microgravity

Applied Numerical Mathematics, 2006
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Cerimele MM, Mansutti D, Pistella F
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Rayleigh–Marangoni horizontal convection of low Prandtl number fluids

Physics of Fluids, 2004
In this paper we describe the results of the numerical study of the Boussinesq–Navier–Stokes equations for the convection flow in an open top three-dimensional parallelepipedic cavity (4×1×1) driven by a horizontal temperature difference at two opposite vertical walls in presence of thermocapillary effects.
Bucchignani E, Mansutti D
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Convection in a compressible fluid with infinite Prandtl number

Journal of Fluid Mechanics, 1980
An approximate set of equations is derived for a compressible liquid of infinite Prandtl number. These are referred to as the anelastic-liquid equations. The approximation requires the product of absolute temperature and volume coefficient of thermal expansion to be small compared to one.
Jarvis, Gary T., McKenzie, Dan P.
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NUMERICAL PREDICTION OF HEAT TRANSFER TO LOW-PRANDTL-NUMBER FLUIDS

Numerical Heat Transfer, 1979
Numerical prediction of the heat transfer to low-Prandtl-number fluids has been carried out. A one-equation (k) turbulence model in the near-wall region and a two-equation (k ∼ e) turbulence model In the core region are employed. Many expressions proposed in the literature for the Prt numbers are examined.
Fabio Gori, M. A. El Hadidy, D. B. Spalding   +2 more
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Convection in a low prandtl number fluid with internal heating

International Journal of Non-Linear Mechanics, 1986
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