NASA NTRS · 19850036689
Finite difference solutions of heat conduction problems in multi-layered bodies with complex geometries
Abstract
A numerical procedure is presented for analyzing a wide variety of heat conduction problems in multilayered bodies having complex geometry. The method is based on a finite difference solution of the heat conduction equation using a body fitted coordinate system transformation. Solution techniques are described for steady and transient problems with and without internal energy generation. Results are found to compare favorably with several well known solutions.
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Masiulaniec, K. C., Keith, T. G., Jr., Dewitt, K. J.. 1984-08-01. Finite difference solutions of heat conduction problems in multi-layered bodies with complex geometries. https://ntrs.nasa.gov/citations/19850036689
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