Noname

The comparative analysis of the finite-element solutions in the axisymmetric loaded shells is presented. We used isoparametric finite-elements and bins which geometrical performances inside were defined on the basis of analytic formulas for a middle surface of a shell. By the example of calculation of a shell with the significant gradient curves of the meridian we show all the advantages of finite-element algorithms on the basis of vector movement interpolation in combination with geometrical computation of the interior in finite-element using analytic formulas.