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Comparative assessment of simplified methods for hydrodynamic force on cylinder under earthquakes

机译:地震下圆柱体流体动力学力的比较评估

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The effect of hydrodynamic force on the seismic response of structure in water cannot be ignored. Various methods have been developed to describe the effect of incompressible water, but the relative performance of some practical simplified methods is largely unknown. In this paper a comprehensive comparison of three representative simplified methods for assessing cylindrical hydrodynamic force is presented. Relative errors of structural elastic peak responses are constructed to measure the accuracy of the simplified method. The errors are tested on 154 circular cylinders subjected to 100 ground motions. The errors were first obtained by averaging the results of ground motions. Then the comparison between methods and the influence of parameters were studied based on the mean errors. Furthermore, by analyzing the statistical characteristic values of the errors, the kernel density estimation method was adopted to obtain the probability density of the errors. Finally, the probabilities of cylindrical cases and methods were investigated. The results show that if the added mass of hydrodynamic force depends on more structural parameters, the accuracy of the method may higher. The rigid-structure method has the highest accuracy and the most complicated expression. The accuracy and complexity of the method based on approximation of fundamental frequency are moderate. The Morison method has the simplest form and the maximum error. The results indicate that the added mass should relate to several structural parameters, ignoring the change of the added mass along the height will bring error to method and assuming the structure to be rigid is an effective way to simplify the analytical hydrodynamics.
机译:流体动力学力对水中结构地震反应的影响不能忽视。已经开发了各种方法来描述不可压缩水的影响,但是一些实用简化方法的相对性能在很大程度上是未知的。本文介绍了三种代表性简化方法的全面比较,用于评估圆柱形流体动力学力。构造结构弹性峰值响应的相对误差以测量简化方法的准确性。在154个经过100个地面运动的圆柱体上测试误差。首先通过平均地面运动结果来获得误差。然后基于平均误差研究了方法与参数的影响之间的比较。此外,通过分析误差的统计特征值,采用核密度估计方法来获得误差的概率密度。最后,研究了圆柱形病例和方法的概率。结果表明,如果添加质量的流体动力力取决于更多的结构参数,则该方法的准确性可能更高。刚性结构方法具有最高的精度和最复杂的表达。基于基础频率近似的方法的准确性和复杂性是中等的。 Morison方法具有最简单的形式和最大误差。结果表明,添加的质量应涉及若干结构参数,忽略沿着高度的增加的质量的变化将对方法带来误差,并假设结构刚性是简化分析流体动力学的有效方法。

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