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Solution of one boundary value task of viscoelasticity in a nonlinear formulation, in the case of a cubic stress-strain relation

Dzhanmuldaev, B.D.; Janmuldayeva, A.B.; Jalbyrova, Zh.; Smakhanova, A.K.; Madelkhanova, A.Z. (International Journal of Mathematics and Physics, 2023)

In this paper, the solution of a boundary value task in the nonlinear formulation is considered by the authors [1][2]. In spite of its proximity to linear theory, the nonlinear theory of viscoelasticityhas not yet been ...
Solution of one boundary value task of viscoelasticity in a nonlinear formulation, in the case of a cubic stress-strain relation

Dzhanmuldaev, B.D.; Janmuldayeva, A.B.; Jalbyrova, Zh.; Smakhanova, A.K.; Madelkhanova, A. Z. (International Journal of Mathematics and Physics, 2023)
Solution of one boundary value task of viscoelasticity in a nonlinear formulation, in the case of a cubic stress-strain relation

Dzhanmuldaev, B.D.; Janmuldayeva, A.B.; Jalbyrova, Zh.; Smakhanova, A.K.; Madelkhanova, A.Z. (International Journal of Mathematics and Physics, 2023)

In this paper, the solution of a boundary value task in the nonlinear formulation is considered by the authors [1][2]. In spite of its proximity to linear theory, the nonlinear theory of viscoelasticityhas not yet been fully ...

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