4.6 Article

Numerical and experimental study of natural convection in tilted parallelepipedic cavities for large Rayleigh numbers

Journal

EXPERIMENTAL THERMAL AND FLUID SCIENCE
Volume 31, Issue 4, Pages 309-324

Publisher

ELSEVIER SCIENCE INC
DOI: 10.1016/j.expthermflusci.2006.04.017

Keywords

heat transfer; natural convection; tilted parallelepipedic enclosures; high Rayleigh numbers; radiation; experimental fluid flow measurements; CFD

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Steady-state natural convection taking place in rectangular cavities filled with air is studied both experimental and numerically in the present work. The active walls, hot and cold, of the cavity are maintained isothermal at temperatures T-h and T-c, respectively, and the other walls (channel) that close the cavity are adiabatic. Different angles of inclination alpha of the cavity from 0 degrees to 360 degrees are considered. This includes the analysis of several significant situations corresponding to inclinations of 0 degrees (vertical active walls), 90 degrees (hot wall down, Rayleigh-Benard convection) and 270 degrees (hot wall up, pure conductive mode). Two aspect ratios A = L/H = 0.75 and 1.5 are treated, being L the distance between the active walls and H its height. The numerical study is carried out by means of the finite volume method and provides the thermal and dynamic maps of the fluid for several geometrical configurations obtained while varying a, A and Delta T = T-h - T-c. The range of the Rayleigh number, Ra-L, covered in our work extends from 10 to 10(8), allowing to treat numerous applications in engineering. The convective exchanges calculated by CFD are, for most of the treated cases, close to those obtained experimentally by means of a bench specifically designed for this purpose. The overall differences are relatively small, with an average discrepancy between calculations and measurements of about 6%, corresponding to the expected uncertainty of the model and measurements. Part of our results overlap with previous studies and the agreement with them is satisfactory. We provide new correlations of the type Nu(L)-Ra-L which are useful for the sizing of structures based on this type of cavities. This numerical and experimental work comes to complete the numerous numerical studies found in the literature on this matter, often not accompanied by experimental measurements considering the difficulties to develop adequate assemblies, in particular for the broad range of RaL treated in this work. An estimation of errors has been performed in order to evaluate the accuracy of the experimental results. (c) 2006 Elsevier Inc. All rights reserved.

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