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Application of CFD for assessment of galloping stability of rectangular and H-sections

机译:CFD在评估矩形和H型截面的舞动稳定性中的应用

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摘要

Wind induced aerodynamic forces are considered to be important for the design of buildings and structures. Additional aerodynamic forces, which can cause instability.are induced in flexible structures like suspension/cable stayed bridge decks owing to wind-structure interaction effects. Hence, it becomes necessary to assess the stability of cross-sections of such bridge decks against the effects like galloping and flutter. In the present study, towards the application of CFD as a numerical tool in assessing the stability of bridge cross-sections against transverse galloping, smooth flows around three 2-D rectangular sections and a 2-D H-section representing a realistic bridge deck cross-section have been numerically simulated for various angles of wind incidence at Reynolds number of 61000. Two of the popular RANS turbulence models, namely Realizable k-ε (RICE) and Shear Stress Transport k-ω model (SST) available in commercial CFD code FLUENT have been used. The numerically evaluated aerodynamic drag and lift force coefficients and their variations with angle of wind incidence have been used to assess the stability of the sections against transverse galloping using quasi-steady assumption.Further, the numerically evaluated aerodynamic force coefficients have been compared with the experimental results available in literature for the validation of CFD simulations.
机译:风引起的空气动力被认为对建筑物和结构的设计很重要。由于风固相互作用的影响,在诸如悬架/斜拉桥桥面这样的柔性结构中,会引起其他可能引起不稳定性的空气动力。因此,有必要评估这种桥面板的横截面的稳定性,以防诸如疾驰和颤动之类的影响。在本研究中,将CFD作为数值工具在评估桥梁横断面抗横驰性,在两个二维矩形截面周围的平滑流动和代表实际桥面横断面的二维H截面的数值工具中的应用在雷诺数为61000的情况下,对不同风向的截面进行了数值模拟。商业CFD代码中提供了两种流行的RANS湍流模型,即可实现k-ε(RICE)和剪切应力传递k-ω模型(SST)。已使用FLUENT。数值模拟的气动阻力和升力系数及其随风入射角的变化已被用于准稳态假设下,以评估截面抗横振的稳定性。此外,数值模拟的气动力系数已与实验进行了比较文献中提供的结果可用于验证CFD模拟。

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