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Fundamental period and mode shape of layered soil profiles

机译:分层土壤剖面的基本周期和模态形状

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摘要

The estimation of the fundamental period of soil profiles has been the subject of numerous studies. An extensive evaluation of several procedures by Dobry et al. concluded that both the Simplified Version of the Rayleigh Procedure and the Successive Use of Two-Layer Solution by Madera give errors of less than 10% for all of the 76 representative soil profiles considered in the evaluation. The simplified Rayleigh procedure is iterative and requires an initial estimate of the mode shape. The Madera procedure is based on the solution of a two-layer system, usually obtained from charts. In this paper the solution charts are replaced by approximate relations for implementation on a spreadsheet. Since the Madera procedure calculates only the fundamental period, mode shapes need to be calculated by other means. The Madera procedure is extended to calculate mode shapes and modal participation factors of layered soil profiles. Unlike the simplified Rayleigh procedure, the proposed solution incorporates the different densities of the layers and gives direct results without iterations. The proposed solution can be considered a simpler alternative to the Rayleigh method for shear beams or soil columns.
机译:土壤剖面基本期的估算已成为众多研究的主题。 Dobry等人对几种程序进行了广泛的评估。结论是,评估中考虑的所有76种代表性土壤剖面的Rayleigh程序的简化版本和Madera连续使用两层解决方案的误差都小于10%。简化的瑞利过程是迭代的,并且需要对模态形状进行初始估计。 Madera程序基于通常从图表中获得的两层系统的解决方案。在本文中,解决方案图表由近似关系代替,可以在电子表格上实施。由于Madera过程仅计算基本周期,因此需要通过其他方式来计算模式形状。扩展了Madera程序,以计算分层土壤剖面的模态形状和模态参与因子。与简化的瑞利程序不同,所提出的解决方案结合了层的不同密度,并给出了直接结果而无需迭代。对于剪力梁或土柱,提出的解决方案可以认为是瑞利方法的更简单替代方案。

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