Uniformly Loaded Rectangular Thin Plates with Symmetrical Boundary Conditions
Milan Batista
TL;DR
This paper presents Fourier series analytical solutions for uniformly loaded rectangular thin plates with symmetrical boundary conditions, providing numerical results for various cases.
Contribution
It introduces a comprehensive Fourier series method for solving rectangular thin plate problems with symmetrical boundaries, including tabulated numerical solutions.
Findings
Analytical solutions for different boundary conditions.
Numerical tables for practical use.
Validation of the Fourier series approach.
Abstract
In the article the Fourier series analytical solutions of uniformly loaded rectangular thin plates with symmetrical boundary conditions are considered. For all the cases the numerical values are tabulated.
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Taxonomy
TopicsComposite Structure Analysis and Optimization · Structural Analysis and Optimization · Structural Load-Bearing Analysis