Рассматривается модификация метода

Рассматривается модификация метода конечных элементов прямоугольной формы с шестнадцатью степенями свободы, при котором решения задач изгиба пластин с учетом моментных напряжений сводятся к задачам квадратичного программирования. Данный подход дал возможность включить в ограничения квадратичного программирования условия непрерывности обобщенных перемещений по всей линии контакта между смежными элементами.

Результаты (английский) 1:

Modification of the method of finite elements is of rectangular shape with sixteen degrees of freedom in which the bending of plates with the momentary voltage are reduced to quadratic programming tasks. This approach made it possible to include the limitations of the quadratic programming conditions of continuity of generalized displacements along the entire line of contact between adjacent elements.

Результаты (английский) 2:

A modification of the method of finite elements of rectangular shape with sixteen degrees of freedom, in which the solution of plate bending problems with the couple stresses are reduced to quadratic programming problems. This approach made it possible to include the restrictions of quadratic programming conditions for the continuity of generalized displacements along the line of contact between adjacent elements.

Результаты (английский) 3:

Modification finite element method a rectangular shape with sixteen degrees of freedom,The decision tasks bending plates with the Couette problem voltages are limited to the tasks quadratic programming.This approach provided an opportunity to include in quadratic programming restrictions conditions business continuity generalized displacement throughout the contact line between the adjacent elements.