Minimization of flagpole optimization problem through derivative free methods.
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Date
2015
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Science International
Abstract
The purpose of this research is to formulate optimization model flagpole with stress, deflection, and bending shear constraints. Three derivative free methods, namely Nelder-Meed method, Hooke-Jeeve Method and Multidirectional search Methods are used. In this model penalty functions are utilized to remove constraints. In thusly the constrained optimization model is changed into unconstrained model. MATLAB is being used to get results which show the efficiency and success of these methods.
Description
Keywords
Mathematics, Derivative free methods, Penalty function, Structural optimization problem, Unconstrained optimization.
Citation
Tabassum, M. F., Sadaf, S., Shahid, N. A., Sana, A., Nazir, S. (2016). Minimization of flagpole optimization problem through derivative free methods. Science International (Lahore), 28(1), 49-52. (Muhammad Farhan Tabassum (Mathematics /SSC), (HEC Y CAT))