Using Linearization and Penalty Approach to Solve Optimal Shape Design Problem with an Obstacle
Publish Year: 1391
Type: Conference paper
Language: English
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ICNMO01_002
Index date: 9 March 2013
Using Linearization and Penalty Approach to Solve Optimal Shape Design Problem with an Obstacle abstract
To obtain the best domain of an elliptic boundary control problems, with and without abstacle, two approches are presented. The based measure method, apply a linearization technique and find the optimal domain and trajectory via a solution of finite linear method by using an optimization search teqnue. In the second one, by introducing the penalty function and then emplaying the finite element method the optimal domain for the same problem determind. The comparison between two methods is done via presenting some numerical simulations.
Using Linearization and Penalty Approach to Solve Optimal Shape Design Problem with an Obstacle Keywords:
Using Linearization and Penalty Approach to Solve Optimal Shape Design Problem with an Obstacle authors
A. Fakharzadeh J.
Corresponding author: Dept. of Maths, Faculty of Basic Sciences, Shiraz University of Technology, Shiraz, Iran
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