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首页> 外文期刊>Engineering Structures >Finite element model updating using deterministic optimisation: A global pattern search approach
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Finite element model updating using deterministic optimisation: A global pattern search approach

机译:使用确定性优化的有限元模型更新:一种全局模式搜索方法

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With this work, we present a novel derivative-free global optimisation approach for finite element model updating. The aim is to localise structural damage in a wind turbine rotor blade. For this purpose, we create a reference finite element model of the blade as well as a model with a fictitious damage. To validate the approach, we use a model updating scheme to locate the artificially induced damage. This scheme employs numerical optimisation using the parameterised finite element model and an objective function based on modal parameters.Metaheuristic algorithms are the predominant class of optimisers for global optimisation problems. With this work, we show that deterministic approaches are competitive for engineering problems such as model updating. The proposed optimisation algorithm is deterministic and a generalisation of the pattern search algorithm. It picks up features known from local deterministic algorithms and transfers them to a global algorithm. We demonstrate the convergence, discuss the numerical performance of the proposed optimiser with respect to several analytical test problems and propose a possible trade-off between parallelisation and convergence rate. Additionally, we compare the numerical performance of the proposed deterministic algorithm concerning the model updating problem to the performance of well-established metaheuristic and local optimisation algorithms.The introduced algorithm converges quickly on test functions as well as on the model updating problem. In some cases, the deterministic algorithm outperforms metaheuristic algorithms. We conclude that deterministic optimisation algorithms should receive more attention in the field of engineering optimisation.
机译:通过这项工作,我们提出了一种新颖的无导数全局优化方法,用于有限元模型更新。目的是定位风力涡轮机转子叶片中的结构损坏。为此,我们创建了叶片的参考有限元模型以及具有虚拟损坏的模型。为了验证该方法,我们使用模型更新方案来定位人为造成的损害。该方案采用参数化有限元模型和基于模态参数的目标函数进行数值优化。元启发式算法是求解全局优化问题的优化器的主要类别。通过这项工作,我们证明了确定性方法在诸如模型更新之类的工程问题上具有竞争力。所提出的优化算法是确定性的,是模式搜索算法的概括。它获取本地确定性算法已知的功能,并将其转移到全局算法。我们演示了收敛性,针对几个分析测试问题讨论了所提出优化器的数值性能,并提出了并行化和收敛速率之间的可能折衷方案。此外,我们将提出的关于模型更新问题的确定性算法的数值性能与成熟的元启发式算法和局部优化算法的性能进行了比较。引入的算法在测试功能以及模型更新问题上迅速收敛。在某些情况下,确定性算法的性能优于元启发式算法。我们得出结论,确定性优化算法应该在工程优化领域受到更多关注。

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