
Green's Function for Heat Conduction in a Semiinfinite Medium X50 with a Type 5 Boundary Condition
01 May 2014   Contributor(s):: Donald E. Amos
The Green's function is the principal tool in construction of the general solution to the classical heat conduction problem. The solution is presented in terms of the internal heat generation, initial temperature and integrals which reflect the physical influence of the boundary. In the...

Green's Function for Heat Conduction in a Hollow Cylinder R55 with Type 5 Boundary Conditions
25 Mar 2014   Contributor(s):: Donald E. Amos
Abstract The Green's function is the principal tool in construction of the general solution to the classical heat conduction problem. The solution is presented in terms of the internal heat generation, initial temperature and integrals which reflect the physical influence of the boundary. In...

Green's Function For Radial Heat Conduction in TwoRegion Composite Cylinders With Perfect Boundary Contact
20 Mar 2013   Contributor(s):: Donald E. Amos
This paper presents the derivation of the Green's function for composite cylinders 0<r<a and r>a in perfect contact on the surface r=a. Because the source function can be in either region, there are two pairs of functions which define the Green's function. Each pair is the solution to a...