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On the sensitivity of Finite Element results in the calculation of the lateral thrust for all-steel buckling-restrained braces

机译:有限元的敏感性导致全钢屈曲抑制牙套横向推力的计算

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The paper discusses the numerical analysis of all-steel buckling-restrained braces. These devices are designed to work in an inherently unstable regime, and their behavior is acutely sensitive both to any configuration detail in reality, and to any adopted parameter in their analysis. Their dissipative axial behavior can be reasonably well predicted by any suitable FEM model, if a good constitutive law is available. Nevertheless, it is shown here that an apparently accurate FEM calculation of the lateral contact forces, generated by the buckled core when it contacts the external containment profiles, produces results so sensitive to modelling details that they are practically devoid of an acceptable degree of accuracy. These observations might raise some doubts about the advisability of employing this type of bracing in normal engineering practice. In our viewpoint, a similar conclusion could be reached for any structural element designed to work in an unstable regime, unless the imperfections - of any type, including possible modelling details - could be explicitly taken into account, either parametrically or in a statistical way.
机译:本文讨论了全钢屈曲抑制牙套的数值分析。这些设备旨在以固有的不稳定制度工作,它们的行为均敏锐地敏感到现实中的任何配置细节,以及在分析中的任何采用参数。如果可以使用良好的本质法,他们可以通过任何合适的有限元模型预测它们的耗散轴向行为。然而,这里示出了在接触外部容纳轮廓时由​​弯曲芯产生的显然精确的有效的FEM计算,产生对模拟细节的结果,它们实际上没有可接受的准确度。这些观察可能会引起一些疑问,即在正常工程实践中使用这种类型的支架的可取性。在我们的观点中,除非任何类型的不完美 - 包括可能的建模细节,否则可以达到类似的结论,这些结构元件可以在不稳定的状态下,包括可能的建模细节 - 可以是参数或以统计方式明确地考虑。

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