INVESTIGATION OF THE STRESS-STRAIN STATE OF A VISCOELASTIC RECTANGULAR PLATE WITH EDGE INCISIONS
In this paper we consider a plane problem for a doubly connected viscoelastic plate with edge incisions. The solution of the problem under consideration is realized by the methods of the theory of functions of a complex variable, the linear theory of viscoelasticity, and the Hilbert conjugation problem. In the final analysis, the solution of the problem under consideration reduces to solving infinite systems of linear algebraic equations, as a result of which the plate equilibrium problem is solved.