SIMPLE AND EXACT SERIES SOLUTIONS FOR FLEXURE OF ORTHOTROPIC RECTANGULAR PLATES WITH ANY COMBINATION OF CLAMPED AND SIMPLY SUPPORTED EDGES

By K. Bhaskar, B. Kaushik. 2004

58 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/890d0644803e0d0cbe423d3697335e40ac95a7a8

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In Civil and Structural Engineering

1. K. Bhaskar
2. A. Sivaram

In Mechanics of Materials

1. K. Bhaskar

Citations in the corpus

• Untruncated infinite series superposition method for accurate flexural analysis of isotropic/orthotropic rectangular plates with arbitrary edge conditions (2008, background): “Very recently, it has been shown [15] that an exact infinite Fourier series counterpart of the closed-form Levy type solution can be generated easily for an isotropic/specially orthotropic plate subjected to a harmonically varying moment applied along any edge, and such component solutions are easy…”