高速列车外挡风玻璃颤振的紧密耦合研究

Q. Jiang, Guannan Zheng, Guilin Zhao
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引用次数: 1

摘要

颤振是弹性结构与周围流场相互作用的复杂问题。本文对高速列车外挡风玻璃的颤振问题进行了研究。本文采用计算流体动力学(CFD)和计算结构动力学(CSD)相结合的方法来模拟颤振问题。具体而言,涉及到紧密耦合方法、信息传递和网格变形策略等关键技术。在物理时间步长子迭代中重复交换信息基本上是典型的紧耦合方法,是一种二阶精度方法。该方法已应用于标准模型AGARD 445.6机翼及其它工程实例,取得了良好的结果。在本次高速列车外风挡玻璃颤振研究中,选取了250km/h、300km/h、350km/h、400km /h、450 km/h、500 km/h、550 km/h和600 km/h 8种列车速度工况来模拟颤振问题。在结构模型方面,考虑弹性挡风玻璃的前30阶模态进行CFD/CSD耦合仿真。定义广义位移曲线持续振荡时为颤振边界,这是外挡风玻璃振动的临界稳定状态。研究表明,在特定的列车速度条件下,模态特征频率的调整会导致振动稳定性的变化。此外,还发现列车速度与模态特征频率呈正相关。提出了不同运行速度下挡风玻璃的优化方案,通过改变特征频率的措施使振动收敛,不发生颤振。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Flutter Study on High Speed Train External Windshield by a Tight Coupling Method
Flutter is a complex problem caused by the interaction between the elastic structure and the flow field around that. In this paper a study of flutter on high speed train external windshield is presented. Here, a coupling scheme of computational fluid dynamics (CFD) and computational structure dynamics (CSD) is applied to simulate the flutter problems. Specifically, some key technologies like tight coupling method, information transfer and mesh deformation strategy are involved. Repeatedly exchanging information in the sub-iteration of physical time step is basically typical of tight coupling method, which is a second-order accuracy method. This flutter methodology has been applied for standard model AGARD 445.6 wing and other engineering examples, with lots of excellent results obtained. In this high speed train external windshield flutter research, eight train speed conditions are chosen to simulate the flutter issue, including 250km/h, 300km/h, 350km/h, 400 km/h, 450 km/h, 500 km/h, 550 km/h and 600 km/h. As for structural model, the first 30 order modes of elastic windshield are taken into consideration for CFD/CSD coupling simulation. In addition, it is defined to be the flutter boundary once the generalized displacement curve performing as persistent oscillation, which is the critical stable state for the vibration of external windshield. According to the research, under a specific train speed condition, adjustment of modal eigenfrequency can lead to the change of vibration stability. Furthermore, it is found that there is a positive correlation between train speed and modal eigenfrequency. So the optimal windshield scheme under different operating speeds is proposed that in order for the convergent vibration, a measure of changing eigenfrequency can be taken to ensure the vibration convergent and flutter cannot occur.
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