A Nonlinear Fractional BEM Model for Magneto-Thermo-Visco-Elastic Ultrasound Waves in Temperature-Dependent FGA Rotating Granular Plates

The primary goal of this study is to create a nonlinear fractional boundary element method (BEM) model for magneto-thermo-visco-elastic ultrasound wave problems in temperature-dependent functionally graded anisotropic (FGA) rotating granular plates constant magnetic field. Classical analytical methods are frequently insufficient solve the governing equation system such due nonlinearity, order heat conduction, and strong anisotropy mechanical properties. To address challenge, BEM-based coupling scheme that both reliable efficient was proposed, with Cartesian transformation (CTM) used compute domain integrals generalized modified shift-splitting (GMSS) BEM-derived linear systems. calculation results graphed show effects temperature dependence, anisotropy, parameter, parameter on thermal stress investigated plates. numerical validate consistency effectiveness developed modeling methodology.