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Numerical investigation of large elastoplastic strains of three-dimensional bodies derivative of the Cauchy-Euler stress tensor and the strain rate. The spatial discretization is based
Numerical investigation of large elastoplastic strains of three-dimensional bodies derivative of the Cauchy-Euler stress tensor and the strain rate. The spatial discretization is based
Definition of Non-Stationary Voltage Waves in the Reactor Containment Building of the Atomic Power Station in Case of a Shock Action with the Help of Musayev Numerical Method in DisplacementsThe article deals with the modeling of elastic stress waves in the containment building
Construction of a representative model based on computed tomography, the invariant of the stress tensor is used. The obtained results illustrate not only a sufficient accuracy
Modelling of large deformations of elastoplastic solids using FEM for the Cauchy stress rate tensor. Computer implementation is based on finite elements method.
Application of Vertical Screens for Modeling Protective Structures from Aerial Blast Waves with the Help of Musayev Numerical Methodstress tensor
The role of intermolecular interactions in the viscoelastic properties of polymer meltsThe exact microscopic expression for the stress tensor in polymer liquids contains a tensor product
Viscoelastic properties of linear polymer melts as effect of broken axial symmetry and mutual uncrossability of macromolecules-shear viscosity of polymer melts is totally determined by the Fixman stress-tensor which represents interchain
Quantum complex scalar field in two-dimensional spacetime with closed timelike curves and a time-machine problem - energy tensor is obtained. It is shown that the value of the stress - energy tensor is regular
Numerical investigation of large strains of incompressible solids and left Cauchy-Green tensor. The stress state is described by the Cauchy stress tensor. Constitutive
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