D. Naylor et Ph. Oosthuizen, NATURAL CONVECTIVE HEAT-TRANSFER IN AN ENCLOSURE PARTLY FILLED WITH ANONPOROUS INSULATION, INTERNATIONAL JOURNAL OF NUMERICAL METHODS FOR HEAT & FLUID FLOW, 6(5), 1996, pp. 37-48
Solves steady, laminar, two-dimensional, conjugate natural convection
in an rectangular enclosure numerically. The enclosure consists of hea
ted and cooled isothermal walls connected by either adiabatic or perfe
ctly conducting end walls. The enclosure is partially filled with a fi
nitely conducting non-porous thermal insulation, adjacent to the heate
d surface. Solves the governing equations (in stream function-vorticit
y form) using a finite element method, Obtains data Pr = 0.7 over a Ra
yleigh number range (based on the enclosure width) of 0 less than or e
qual to Ra less than or equal to 10(6). The results show the effect of
solid insulation thickness on the average Nusselt number for a range
of enclosure aspect ratios, inclination angles and solid-to-fluid cond
uctivity ratios. Aims to determine the conditions that produce the min
imum overall heat transfer rate.