Abstract
The 2D general solution for the plane problem of electro-magneto-thermo-elastic materials is derived in terms of five harmonic functions using strict differential operator theory for the case of distinct material eigenvalues. Based on the obtained general solution, the 2D fundamental solution for a steady point heat source in an infinite and a semi-infinite magneto-electro-thermo-elastic plane is obtained by virtue of the trial-and-error method.
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