On Bonded Circular Inclusions in Plane Thermoelasticity

摘要: A general solution to the thermoelastic problem of a circular inhomogeneity in an infinite matrix is provided. The thermal loadings considered this note include point heat source located either or inclusion and uniform flow applied at infinity. proposed analysis based upon use Laurent series expansion corresponding complex potentials method analytical continuation. expressions temperature stress functions are derived explicitly both surrounding matrix. Comparison made with some special cases such as hole under remote disk source, which shows that results presented here exact general.