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A hybrid computational strategy for identification of structural parameters

机译:识别结构参数的混合计算策略

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摘要

By identifying parameters such as stiffness values of a structural system, the numerical model can be updated to give more accurate response prediction or to monitor the state of the structure. Considerable progress has been made in this subject area, but most research works have considered only small systems. A major challenge lies in obtaining good identification results for systems with many unknown parameters. In this study, a non-classical approach is adopted involving the use of genetic algorithms (GA). Nevertheless, direct application of GA does not necessarily work, particularly with regards to computational efficiency in fine-tuning when the solution approaches the optimal value. A hybrid computational strategy is thus proposed, combining GA with a compatible local search operator. Two hybrid methods are formulated and illustrated by numerical simulation studies to perform significantly better than the GA method without local search. A fairly large structural system with 52 unknown parameters is identified with good results, taking into consideration the effects of incomplete measurement and noisy data.
机译:通过识别诸如结构系统的刚度值之类的参数,可以更新数值模型以给出更准确的响应预测或监视结构的状态。在这个主题领域已经取得了相当大的进步,但是大多数研究工作只考虑了小型系统。一个主要的挑战在于为具有许多未知参数的系统获得良好的识别结果。在这项研究中,采用了一种非经典方法,涉及使用遗传算法(GA)。但是,GA的直接应用不一定有效,特别是在解决方案接近最佳值时在微调中的计算效率方面。因此提出了一种混合计算策略,将GA与兼容的本地搜索运算符结合在一起。数值模拟研究提出并说明了两种混合方法,它们的性能明显优于没有局部搜索的GA方法。考虑到测量不完整和数据嘈杂的影响,可以确定一个具有52个未知参数的相当大的结构系统,并取得了良好的效果。

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