Model of thin curvilinear thermoelastic inclusion (Q2759517)

An infinite elastic matrix containing curvilinear thin-walled inclusion of constant width \(2h\) is considered. The composite material is under the action of external thermal and force field; at the interface conditions of ideal mechanical and thermal contact are realized. Under conditions of plane problem, stress-strain state and thermal field in the plate are represented by the Kolosoff-Muskhelishvili formulae. One-terms expansions of governing equations of the problem in Taylor series in power of \(h\) are presented.