The phenomenological models of the thermomechanical behavior of polymeric materials in a temperature range including the relaxation transition from the highly elastic to the glassy state (vitrification) and the reverse transition (softening) are considered. A model based on the interpretation of the glass transition as a process of gradual increase in intermolecular bonds in the polymer network, "freezing" the current strain with decreasing temperature is developed. A scalar parameter is introduced-the "degree of vitrification," to establish the quantitative dependence of the relaxation transition completion by temperature. Constitutive relations of thermomechanical behavior of vitrifying polymers in uniaxial and complicated stress states in the "elastic approximation" simplification are obtained. A system of experiments for the identification of the proposed model material functions and constants is formulated and implemented. Analytical model problems are solved, clearly illustrating the mechanism for generation of technological and residual stresses in glass polymers in non-uniform cooling.
Simulation of fracture propagation with FEM method requires re-meshing to provide more accurate results. This raises a question about the determination of the direction and criterion for mesh modification. In the case of general-purpose CAE-packages, we deal with a stationary mesh, and the fracture path is usually represented as a chain of elements with degraded properties. The algorithm proposed in this paper is based on the ANSYS Mechanical APDL language for stepwise geometry reconstruction and mesh modification in accordance with the current configuration of a growing fracture and provides a more accurate description of its shape. The fracture propagation process is divided into stages. Each subsequent stage differs from the previous one by the fracture shape modified due to the crack length increment in the calculated direction. To check the adequacy of the model, an experiment on fracture propagation in glass specimens with an initial notching under uniaxial compression was performed. The laboratory experiments were carried out to determine the fracture toughness of rocks. The developed numerical model has been used to solve the problem of refracturing for different stress anisotropy in the oil-bearing rock formation.
The thermomechanics problem of how thermal loads affect the operation of the interface module of a fiber-optic gyroscope has been solved. This paper discusses the development of a structural implementation version for the interface module. The problem is numerically solved by the method of finite elements in the ANSYS package. It is shown that adding special inserts in the structure of the interface module makes it possible to substantially increase the thermal stability of the operation of the module.
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