THERMOELASTIC DELAMINATION OF BODIES IN THE PRESENCE OF A HEAT-CONDUCTING FILLER OF THE INTERCONTACT GAP

We propose a method for the solution of a system of nonlinear singular integrodifferential equations of the contact thermoelastic problem of delamination of half spaces in the presence of a heat-conducting filler in the gap formed between the half spaces. The effect of heat conduction in the medium filling the gap on the contact parameters of the analyzed structure is investigated. It is shown that the solution of the posed problem can be not unique for some values of the thermal load and the heat-conduction coefficient of the filler.