RHEOLOGICAL CONSEQUENCE OF THE BEHAVIOR OF THERMOVISCOELASTIC SUBSTANCES IN THE PRESENCE OF AN INSTANTANEOUS POINT HEAT SOURCE

A two-dimensional generalized thermoviscoelastic dynamic problem in the presence of a heat source is studied. The governing equations are expressed in the Laplace–Fourier transform domain and are solved with the use of the eigenvalue approach. The inversions are done numerically by the Bellman method and Gauss quadrature technique.
Автор:  Mondal Manoj K. , Mukhopadhyay B.
Ключевые слова:  thermoviscoelasticity, rheological property, vector matrix differential equation, relaxation function
Стр:  269