摘要：The present work introduces the application of genetic algorithms (GA) to topology optimizations of 2D potential problems using the boundary element method (BEM). Initially, a brief description of GA basis is presented. Next, some elementary ideas on its application along with BEM procedures are summarized. The proposed approach is able to create cavities where they are less influent or simply move the existing ones, in order to, extremize a given cost function. Therefore it is possible to optimize the location of key features of the domain, like heating lines, as well as to generate the optimal topology of the problem. The performance of the proposed algorithm is assessed by some examples and discussed.
其他摘要：The present work introduces the application of genetic algorithms (GA) to topology optimizations of 2D potential problems using the boundary element method (BEM). Initially, a brief description of GA basis is presented. Next, some elementary ideas on its application along with BEM procedures are summarized. The proposed approach is able to create cavities where they are less influent or simply move the existing ones, in order to, extremize a given cost function. Therefore it is possible to optimize the location of key features of the domain, like heating lines, as well as to generate the optimal topology of the problem. The performance of the proposed algorithm is assessed by some examples and discussed.
