THE LINEAR HEAT FLOW ACTION IN PIEZOPLATES WITH HOLES AND CRACKS
The approach to determine the thermoelectromagnetoelastic state of a multiple-connected piezoplate with holes under linear heat flow action is proposed. The solution of the problem is constructed with using the thermoconductivity and thermoelectromagnetoelasticity problems’ complex potentials. With the generalized least squares the problem is reduced to solving the system of linear algebraic equations for the Laurent series expansion unknown coefficients. The influence of electric and magnetic properties of a material, as well as geometric characteristics of the holes on the main characteristics of thermoelectromagnetoelastic state are investigated with the numerical studies.