Paper Title
Application of Optimality Criteria and Mathematical Programming Methods for Structural Design

Numerical studies on the structural optimization by using one of the most advanced sequential quadratic programming algorithms have been carried out. The software for the structural optimization that include various types of constraints and design variables has been developed. It is shown that the method of sequential quadratic programming can be efficiently used in problems of structural and multidisciplinary design with a sufficiently large number of design variables. Keywords - Structural Optimization, Sequential Quadratic Programming, Optimality Criteria, Wing, Finite Element Method.