Generalized Thermoelastic Infinite Annular Cylinder under the Hyperbolic Two-Temperature Fractional-Order Strain Theory

This work introduces a new thermoelastic model of an isotropic and homogeneous annular cylinder. The cylinder’s bounding inner surface is shocked thermally, the outer has no temperature increment volumetric strain. governing equations in context hyperbolic two-temperature generalized thermoelasticity with fractional-order strain theory have been derived. numerical solutions conductive temperature, dynamic displacement, strain, stress are illustrated figures that use various values parameters to stand on their effects thermal mechanical waves. parameter significant impacts distributions. However, it does not affect or temperatures. successful for making waves propagate at limited speeds.