SOLUTION OF SOME APPLIED PROBLEMS OF THE THEORY OF CONICAL SHELLS OF COMPLEX GEOMETRY

The object of study is a conical shell, having a non-circular section contour, longitudinal and transverse stiffening, skewing, and variable stiffness. The system of resolving differential equations and the boundary conditions of the problem are obtained on the basis of the Lagrange variational principle. The analytic and numerical solutions of the static problems are based on the same universal computational model.