A platform for research: civil engineering, architecture and urbanism
A platform for research: civil engineering, architecture and urbanism
Second Law Analysis of Convective Heat Transfer in Flow Through a Duct with Heat Flux as a Function of Duct Length
This paper reports a Second Law analysis undertaken to minimize entropy generation and, therefore, lost available work for convective heat transfer in flow through a duct with heat flux as a function of the duct length. A numerical solution to obtain entropy generation of the process is presented. The entropy generation is then minimized to determine an optimum Reynolds number and radius that correspond to the minimum loss of available work.
Second Law Analysis of Convective Heat Transfer in Flow Through a Duct with Heat Flux as a Function of Duct Length
This paper reports a Second Law analysis undertaken to minimize entropy generation and, therefore, lost available work for convective heat transfer in flow through a duct with heat flux as a function of the duct length. A numerical solution to obtain entropy generation of the process is presented. The entropy generation is then minimized to determine an optimum Reynolds number and radius that correspond to the minimum loss of available work.
Second Law Analysis of Convective Heat Transfer in Flow Through a Duct with Heat Flux as a Function of Duct Length
Gerdov, Gregory (author)
HVAC&R Research ; 2 ; 149-157
1996-04-01
9 pages
Article (Journal)
Electronic Resource
Unknown
Non-Darcian convective heat transfer in a horizontal duct
| Tema Archive | 1995
Influence of Temperature-Dependent Conductivity on Convective Heat Transfer in a Vertical Duct
| British Library Online Contents | 2018