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NUMERICAL WIND TUNNEL TECHNIQUE FOR COUPLING ALGORITHM OF WIND AND MEMBRANE STRUCTURE INTERACTION

机译:风电膜结构耦合算法数值风隧道技术

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With light mass, small stiffness and low natural frequency, membrane structures are sensitive to wind. Therefore, the coupling action must be considered in the analysis of wind-induced response of the membrane structures. Based on Computational Fluid Dynamics (CFD), the numerical wind tunnel technique is studied, which is effectively applied to the investigation of the wind pressure distribution of membrane structures. Two methodologies for solving this problem were introduced:strong coupling and weak coupling. For the weak coupling method, which is more absorbing, the computational fluid dynamics codes and computational structural dynamics codes were integrated into one program. In the process of dealing with arbitrarily complex fluid and structure interaction (FSI), there will be a number of coupling algorithm problems, such as the transfer of information between the coupled programs. As shown, numerical wind tunnel technique for coupling algorithm can be interpreted as an effective solution to the fully-coupled, complex problem that results from the discretization of the complete problem. Results from coupling problems on the membrane structures and wind load interaction indicate that the proposed approach offers a convenient and cost-effective method to solve the FSI problems by numerical wind tunnel technique for coupling algorithm.
机译:具有轻质,小刚度和低固有频率,膜结构对风敏感。因此,在膜结构的风诱导的响应分析中,必须考虑耦合作用。基于计算流体动力学(CFD),研究了数值风隧道技术,其有效地应用于膜结构风压分布的研究。介绍了解决这个问题的两种方法:强耦合和弱耦合。对于更具吸收的弱耦合方法,将计算流体动力学码和计算结构动态码集成到一个程序中。在处理任意复杂的流体和结构相互作用(FSI)的过程中,将存在许多耦合算法问题,例如耦合程序之间的信息传送。如图所示,用于耦合算法的数值风隧道技术可以被解释为对完全耦合的复杂问题的有效解决方案,从完整问题的离散化产生。膜结构和风力荷载交互上的耦合问题表明,该方法提供了一种方便且经济高效的方法,通过数值风洞技术来解决FSI问题,用于耦合算法。

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