This paper proposes a solution approach to the Mixed-Integer Nonlinear Programming problem by iterative solving a set of coupled subproblems via the augmented Lagrangian coordination approach following the philosophy of Multi-disciplinary Design Optimization.
In this webinar, Professor Joaquim R. R. A. Martins from the University of Michigan’s Aerospace Department shares his perspectives on the promises and challenges of MDO and showcase his lab’s cutting-edge work in MDO applied to aircraft design.
System analytical techniques which support the full set of system interactions include Multidisciplinary Design Optimization (MDO) and its application for Multidisciplinary Coupling Analysis (MCA).
Read this article on the benefits of server-based MDO compared to desktop solutions, with some lessons learned from the AFRL EXPEDITE program!
