作者: Qian Ling-xi , Zhong Wanxie , Sui Yunkang , Zhang Jintong
DOI: 10.1016/0045-7825(82)90004-4
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摘要: Abstract An efficient optimization algorithm is developed for engineering structures subject to multiple constraints. This highly non-linear and implicit problem reduced a combination of sequence quasi-linear constraints explicit problems the statically determined structures. The method based on Kuhn—Tucker necessary conditions optimality associated with simple quadratic programme designed simultaneously determine Lagrange multipliers delete non-active A number examples including trusses wing show that when compared other competing techniques.