Mathematical Simulations of Deformation for the Rotation Shells with Variable Wall Thickness
Aleksandr A. Dzyuba, Anatoliy P. Dzyuba, Larisa D. Levitina and 1 more
Journal of Optimization, Differential Equations and Their Applications · 2021
doi:10.15421/142105 (opens in a new tab)
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Abstract
Well-posed boundary value problems are constructed for calculating rotation shells of with a stiffness variable along the meridian in two directions, and also with variable bilateral with respect to the reference surface with the shell wall thickness. Algorithms for the numerical integration of systems of differential equations with variable coefficients are discussed.
Abstract licence: CC BY
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