1. Carslaw and Jaeger solutions cataloged using the Beck and Litkouhi heat conduction notation

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   07 Nov 2011 | Teaching Materials | Contributor(s): James Vere Beck, Greg Walker

   The analytical solutions of Carslaw and Jaeger are cataloged using the Beck and Litkouhi heat conduction notation. This document was contributed by James V. Beck and Elaine P. Scott. Heat Conduction Using Green's Functions, J. Beck, K. Cole, A. Haji-Sheikh, and B. Litkouhi, Hemisphere, 1992

2. Eigenvalues for analytic conduction solutions

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   07 Nov 2011 | Notes | Contributor(s): James Vere Beck, Greg Walker

   A matlab script that is useful for calculating eigenvalues of cartesian geometries for boundary conditions of the first second and third kinds (XIJ) is provided. J. V. Beck and A. Haji-Sheik

3. hotSPICE

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   01 Sep 2011 | Tools | Contributor(s): Andrew Schwinke, Timothy S Fisher, Greg Walker

   Linear thermal circuit simulation tool for both steady-state and transient problems

4. 2d Ideal Gas Molecular Dynamics

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   01 Sep 2011 | Tools | Contributor(s): Terence Musho, Greg Walker

   Simulation of a 2d molecular gas with specified temperature boundary conditions

5. 1-D Chain Dispersions

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   01 Sep 2011 | Tools | Contributor(s): Nicholas Roberts, Greg Walker

   1-D Chain of atoms, bases and layers to produce phonon dispersion

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   Group Wiki Page: thermal

   The Leibniz Rule tells us how we can move a differential across an integral sign.

2. Kirchhoff's Transformation

   Group Wiki Page: thermal

   Derivation Many non-linear conduction problems, where the properties are a function of temperature can be addressed with a variable transformation. In the forgoing demonstration, consider the conduction equation where the conductivity is a function of temperature. The equation can be linearized …

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   Group Wiki Page: thermal

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   Group Wiki Page: thermal

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5. ThermalHUB

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