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In this paper, based on the law of non-Fourier heat conduction, using the wave function expansion method, the thermal wave scattering and temperature distributions of semi-infinite functionally graded materials containing a spherical inclusion were presented. According to the hyperbolic equation of heat conduction, a general solution of scattered fields of thermal waves was obtained. In addition,...
In this paper, a general solution for the temperature field generated by the modulated heating an opaque, semi-infinite solid containing a heterogeneous subsurface spheroid inclusion was presented. Based on the non-Fourier equation of heat conduction, multiple scattering of the thermal waves from the subsurface spheroid inclusion in the semi-infinite solid was investigated by using the wave function...
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