| Abstract: | Using the generalized complex potential and the method of least squares we solve the problem of the torsion of multiconnected
anisotropic cylindrical rods. This problem is reduced to a system of linear algebraic equations in the unknowns that occur
in the required function. By numerical studies we show the influence of the elastic and geometric characteristics of the rod
on the stress distribution, the potential energy densities, and the variation of the stress intensity factor in an elliptic
cylinder with one or two cracks and in an annular cylinder with a radial crack. Six figures. Three tables. Bibliography: 4
titles.
Translated fromTeoreticheskaya i prikladnaya Mekhanika, No. 26, 1996 pp. 36–43. |
