Browsing Department of Mathematics by Subject "monoclinic material."
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DISTURBANCE DUE TO MECHANICAL SOURCE IN A MONOCLINIC THERMOELASTIC MATERIAL
(GALGOTIAS UNIVERSITY, 2022-05-11)To investigate the thermal excitations of the boundary value problem, a homogeneous, thermally conductive monoclinic material is modelled as a three-phase delay system. By utilizing the Laplace and Fourier transforms, ...