Жылу соқпасындағы толқынды ескерген жылу серпiмдiлiгi шеттiк есептiң шешiмiнiң бiреуғана екендiгi туралы.

Abstract

Four nonstationary boundary value problems of coupled thermoelastodynamics are considered for which uniqueness of decisions is proved taking into account shock thermoelastic waves. The law of energy conservation, conditions on jumps of energy density, tensions, speeds and temperature gradients on wave fronts are received. For construction of conditions on shock waves fronts the methods of generalized functions theory are offered which allows to work easily with shock waves, that it is difficult to do at methods of the classical analysis.