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加入正则技巧的非线性反演方法的研究 被引量:2

Nonlinear Inverse Analysis of Adding Regularization Technique
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摘要 对非线性参数用梯度正则化方法反演做了进一步研究。借鉴模型信赖域的思想 ,给出了确定正则因子的具体办法 ,并建立了算法的迭代过程。以识别四边简支矩形板荷载的作用点为例 ,阐明了该方法的应用。算例结果表明迭代过程收敛速度较快 ,精度高 ,且稳定性好 ,具有较强的抗噪音能力。 It has first made the nonlinear function relationship between the identifying parameters and known observed value linear Then,based on the least squar method,an objective function has been found and an iteration process formed It has applied the regularization technique to avoid sensitive matrix singular and has given a way to choose regularization factor An example of identifying the location of a load on a rectangular plate with four border hinged has described the algorithm in detail The results show that the algorithm not only possesses good capability of noise resistance,but also illustrate its higher convergence speed and better precision
作者 黄蔚 高仁璟
出处 《山东建材学院学报》 CAS 2001年第2期170-172,共3页 Journal of Shandong Institute of Building Materials
基金 国家自然科学基金资助项目 (5 97790 0 3)
关键词 非线性反演 正则因子 薄板 参数识别 nonlinear inverse analysis regularization factor plate parameter identification
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  • 1姜忠宇,李建康.弹性结构静荷载反问题的遗传算法[J].兰州交通大学学报,2004,23(6):34-37. 被引量:4
  • 2玄光男 程润伟.遗传算法与工程设计[M].北京:科学出版社,2000..
  • 3Sakurai S.Lessons learned from field measurements in tunneling[J].Tunneling and Underground Space Technology,1997,12(4):453-460.
  • 4Engle H W,Groetech C W.Inverse and ill-posed problems[M].//Notes and reports in mathematics in science and engineering.Boston:Academic Press,1987.
  • 5Krishna kumara K.Solving Large Parameter Optimization Problems Using A Genetic Algorithm with Stochastic Coding[M].//Genetic Algorithms,in Engineering and Computer Science,Winter G(ed.),Wiley,1995:287-301.
  • 6Engle H W, Groetech C W. Inverse and ill-posed problems. Notes and reports in mathematics in science and engineering(Volume4). Boston: Academic Press, 1987
  • 7Krishna kumara K. Solving Large Parameter Optimization Problems Using A Genetic ,algorithm with Stochastic Coding. In: Genetic Algorithms, in Engineering and Computer Science, Winter G (ed.), Wiley. 1995,287-301
  • 8魏培君,章梓茂.弹性动力学反问题的数值反演方法[J].力学进展,2001,31(2):172-180. 被引量:18
  • 9王登刚,刘迎曦,李守巨.弹性力学非线性反演方法概述[J].力学进展,2003,33(2):166-174. 被引量:21

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