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Heat Conduction in Symmetrical Cylinders by Ken Pepper is a document available to read on EtoBox.
This paper presents an analytical solution for non-Fourier heat conduction in a symmetrical cylinder under non-homogeneous boundary conditions using the solution structure theorem and superposition technique. The authors divide a complex problem into simpler subproblems, allowing for a more precise solution to the hyperbolic heat conduction equation. Results indicate that at low times, certain temperature components dominate, while at larger distances, all components contribute equally to the overall temper
- Author
- Ken Pepper
- Language
- EN