SEMI-STRIP BEND WITH THE FREE LONGITUDINAL EDGES AT WHICH END FACE THE MOMENT OF DEFLECTION AND THE GENERALIZED TRANSVERSAL FORCE ARE SET. PRECISE SOLUTION OF A BOUNDARY VALUE PROBLEM
The well known boundary value problem for the semi-strip, the long sides of which are fixed, ie displacement is equal to zero.And at the end face the normal strain given. In the present paper we give an exact solution of the problem. It is constructed in the form of expansions on the Fadlе - Papkovich functions. However, the expansions coefficients are not the solution of the infinite algebraic equations system. We determine they using the biorthogonal systems of functions. Therefore, the solutions are exact.