International Communications in Heat and Mass Transfer
Volume 24, Issue 3, May–June 1997, Pages 449-451
Eigenvalues for the Graetz problem in slip-flow
References (7)
- et al.
Evaluation of the eigenvalues for the Graetz problem in slip-flow
Int. Comm. Heat Mass Transfer
(1996) Uber die Warmeleitungsfahigkeit von Flussigkeiten
Annalen der Physik und Chemie
(1883)Uber die Warmeleitungsfahigkeit von Flussigkeiten
Annalen der Physik und Chemie
(1885)- et al.
Automatic Solution of the Sturm-Liouville Problem
ACM Transactions on Mathematical Software
(1978)
There are more references available in the full text version of this article.
Cited by (19)
Thermal entry problem for Vόcadlo fluid model bounded within passive tube and channel with axial conduction and viscous dissipation: A Graetz-Nusselt problem
2023, Chinese Journal of PhysicsCitation Excerpt :Then they used Matlab software to present the numerical solution of this problem. Due to the classical nature of this problem, several researchers [15–21] extend this problem by using non-Newtonian fluid, slip boundary conditions and viscous dissipation effect. Recently, Khan et al. [22] extended the Graetz problem for Quemada fluid model along with axial conduction inside the circular tube.
Simultaneously developing flow and heat transfer in circular and parallel-plates microchannels with velocity slip and temperature jump
2022, International Journal of Thermal SciencesTheoretical analysis of thermal entrance problem for blood flow: An extension of classical Graetz problem for Casson fluid model using generalized orthogonality relations
2019, International Communications in Heat and Mass TransferThe effect of gaseous slip on microscale heat transfer: An extended Graetz problem
2006, International Journal of Heat and Mass TransferSolution of the Graetz-Brinkman problem with the Laplace transform Galerkin method
2005, International Journal of Heat and Mass TransferMixed symbolic-numerical computation of convective heat transfer with slip flow in microchannels
2005, International Communications in Heat and Mass Transfer
Copyright © 1997 Published by Elsevier Ltd.