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Applications of Mathematica for solving analytical problems in theory of shells

Ryszard A. Walentynski
Organization: Silesia University of Technology, Poland
Department: Department of Building Structuresí Theory, Faculty of Civil Engineering
Journal / Anthology

Mathematics with Vision: Proceedings of the First International Mathematica Symposium
Year: 1995
Page range: 361-368

The paper presents the application of Mathematica for analytical solution of partial differential equations of thin shells of revolution. The systems of equations of equilibrium and infinitesimal displacements of the shells have been reduced to linear ordinary equations of the second order with non-constant coefficients. These linear differential equations have been analytically solved with Mathematica.

*Mathematics > Calculus and Analysis > Differential Equations

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