PLANE PROBLEM OF ELASTICITY THEORY FOR A CIRCULAR SECTOR, RADIAL SIDES OF WHICH INTERACT WITH ELASTIC STRINGER AND RIGID STAMP WITHOUT FRICTION. PART II

With the help of the method of variables division, a plane problem of elasticity theory for the circular sector, when on the arc part of the contour displacements are given, one radial side is in contact with the rigid stamp without friction, the other side is reinforced by absolutely rigid when stretched and absolutely flexible when bending, stringer, is solved. The characteristics of the stresses in the vicinity of the sector top and the coefficients behavior with the stress features are investigated. It is established, that the stated problem, depending on the angle opening of the sector, breaks down into separate independent problems