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Graetz problem

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Graetz problem [′grets ‚präb·ləm]
(fluid mechanics)
The problem of determining the steady-state temperature field in a fluid flowing in a circular tube when the wall of the tube is held at a uniform temperature and the fluid enters the tube at a different uniform temperature.
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Topics include the Graetz problem with viscous dissipation for non- Newtonian fluids, the use of graphics software in radiative heat transfer simulation, Atwood number effects in buoyancy-driven flows, analysis of a solar chimney plant design for mountainous regions, and water evaporation from nanoporous cylinder surfaces in natural convective airflow.
Advanced computational methods in heat transfer; proceedings by SciTech Book News
Method of Solution Equation 6 and 7 in the absence of viscous dissipation should be recognized as the equation and boundary conditions solved by Leveque [31] as an asymptote to the Graetz problem for heating of laminar pressure flow in a tube.
Modeling Heat Transfer in Screw Extrusion With Special Application to ... by WHITE, JAMES L.; KIM, EUNG KYU; KEUM, JONG MIN; JUNG, HO CHUL; BANG, DAE SUK / Polymer Engineering and Science
In their analysis, the energy equation is transformed into the classical Graetz problem without solidification.
Heat transfer and solidification of polymer melt flow in a channel by Jaluria, Y.; Lin, P. / Polymer Engineering and Science
 
 
 
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