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Journal of Samara State Technical University, Ser. Physical and Mathematical Sciences
ISSN 1991-8615 (Print) ISSN 2310-7081 (Online)
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Keywords Cauchy problem Dirichlet problem analytical solution boundary value problem boundary value problems creep elasticity exact solution existence hyperbolic equation integral equations inverse problem mathematical modeling numerical integration numerical methods ordinary differential equations residual stresses spectral method stability steady-state creep uniqueness
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Keywords Cauchy problem Dirichlet problem analytical solution boundary value problem boundary value problems creep elasticity exact solution existence hyperbolic equation integral equations inverse problem mathematical modeling numerical integration numerical methods ordinary differential equations residual stresses spectral method stability steady-state creep uniqueness
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Home > Search > Author Details

Author Details

Khokhlov, Andrew Vladimirovich

Issue Section Title File
Vol 23, No 2 (2019) Articles Analysis of the linear viscoelasticity theory capabilities to simulate hydrostatic pressure influence on creep curves and lateral contraction ratio of rheonomous materials PDF
(Rus)
Vol 23, No 4 (2019) Articles Analysis of the bulk creep influence on stress-strain curves under tensile loadings at constant rates and on Poisson's ratio evolution based on the linear viscoelasticity theory PDF
(Rus)
Vol 24, No 3 (2020) Articles Properties of the strain rate sensitivity function produced by the linear viscoelasticity theory and existence of its maximum with respect to strain and strain rate PDF
(Rus)
 

 

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