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Vibration and Damping Characteristics of Cable-Stayed Bridges Tower Control

机译:斜拉桥塔架控制的振动和阻尼特性

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This study presents a technique for the optimal design of composite structures made of differentmaterials with the purpose of reducing vibration amplitudes at dynamic loads. The characterizationof damping is important in making accurate predictions of both the true response and the frequencyresponse of any structure dominated by energy dissipation. It is also necessary to design thestructure to be controlled for optimum performance. The process of modeling damping matrices andexperimental verification is challenging because damping can not be determined via static tests ascan mass and stiffness. The stiffness and mass distributions are quite well determined, but there isgreat uncertainty regarding the energy dissipating mechanism provided by the damping of thestructure because it is the least well understood, the damping must be estimated. The assumption ofclassical damping is not appropriate if the system to be analyzed consists of two or more parts withsignificantly different levels of damping, such as structure soil system. The dynamic response ofstructures is critically determined by the damping mechanisms, and its value is very important forthe design and analysis of vibrating structures. The effect of damping on the natural frequencies oftower structure is discussed. It is shown that in classically damped systems increasing the dampingdecreases the natural frequencies of the system; with non-classical damping some of the naturalfrequencies of the damped system may be greater than the corresponding natural frequencies of theun-damped system.
机译:这项研究提出了一种用于优化设计不同结构的复合结构的技术 以降低动态负载下的振动幅度为目的的材料。表征 阻尼的大小对于准确预测真实响应和频率非常重要 任何以能量耗散为主导的结构的响应。也有必要设计 要控制的结构以获得最佳性能。阻尼矩阵建模的过程 实验验证具有挑战性,因为无法通过静态测试确定阻尼,因为 可以质量和刚度。刚度和质量分布可以很好地确定,但是有 由阻尼所提供的能量耗散机制存在很大的不确定性。 由于对它的了解最少,因此必须估计阻尼。的假设 如果要分析的系统由两个或多个部分组成,且经典阻尼不适合 显着不同的阻尼水平,例如结构土系统。动态响应 结构是由阻尼机制决定的,它的值对于减震非常重要。 振动结构的设计和分析。阻尼对谐振器固有频率的影响 讨论了塔的结构。结果表明,在经典阻尼系统中,增加阻尼 降低系统的固有频率;非经典的阻尼自然 阻尼系统的频率可能会大于相应系统的固有频率。 无阻尼的系统。

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