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Homogenisation method for the modal analysis of tube bundle with fluid-structure interaction modelling

机译:用流固耦合模型对管束进行模态分析的均质化方法

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The present paper is concerned with the modal analysis of a two-dimensional tube bundle with fluid-structure interaction (FSI) modelling. The numerical modelling of FSI effects is performed with a homogenisation approach, using a method whose principles have been presented in a previous paper for the modal analysis of a nuclear reactor with internal structures and FSI modelling [J.F. Sigrist, D. Broc, Homogenisation method for the modal analysis of a nuclear reactor with internal structures modelling and fluid structure-interaction coupling, Nucl. Eng. Des. 237 (2007) 431-440]. The method is adapted here in the case of tube bundle and compared with the classical approach, based on a direct finite element discretisation of the coupled problem with all tubes modelling. The theoretical background of the method is recalled, the numerical implementation in a finite element code is exposed and a comparison of the "homogenisation" and "coupled" methods is proposed in the case of a 10 x 10 tube bundle. Calculation of eigenmode shapes, frequencies and effective masses with the two methods is performed; it is concluded that: (ⅰ) the computational time is significantly lowered when using the homogenisation method instead of the coupled method, since the problem size is reduced by 90%; (ⅱ) the tube bundle dynamic is described in a space-averaged manner, which is sufficient to account for the main inertial coupling effects. Extension of the method to a three-dimensional case can now be considered; implementation of the method in a commercial finite element code is also currently investigated.
机译:本文涉及二维管束的模态分析与流固耦合(FSI)建模。 FSI效应的数值建模是使用均质化方法进行的,其方法的原理已在先前的论文中进行了介绍,该论文用于对具有内部结构的核反应堆进行模态分析和FSI建模[J.F. Sigrist,D. Broc,均质化方法,用于具有内部结构建模和流体结构-相互作用耦合的核反应堆的模态分析,Nucl。 。德斯237(2007)431-440]。在管束的情况下,该方法适用于该方法,并且与经典方法相比,该方法基于对所有管建模的耦合问题进行直接有限元离散化处理。回顾了该方法的理论背景,暴露了在有限元代码中的数值实现方式,并提出了在10 x 10管束的情况下“均质化”和“耦合”方法的比较。用两种方法计算本征模形状,频率和有效质量。结论:(ⅰ)使用均质化方法而不是耦合方法时,计算时间显着减少,因为问题大小减少了90%; (ⅱ)以空间平均的方式描述管束动态,这足以说明主要的惯性耦合效应。现在可以考虑将该方法扩展到三维情况。目前还研究了该方法在商业有限元代码中的实现。

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