绕固定轴旋转
地震动
运动(物理)
旋转(数学)
地震振动台
点(几何)
领域(数学)
平移运动
物理
工程类
经典力学
计算机科学
结构工程
数学
几何学
人工智能
纯数学
作者
A. Castellani,Giacomo Boffi
标识
DOI:10.1002/eqe.4290140506
摘要
Abstract Under the assumption of an immovable point source for the earthquake energy release, a mathematical model is developed to compute the components of the free field surface rotation consistent with assigned translational components. Experimental evidence on these quantities is offered by the strong‐motion instrument arrays. However, lack of adequate identification of the different wave contributions prevents in general a direct measurement of rotational and torsional components, allowing only a qualitative assessment of just how large these components might be. The only exceptions are the records of SMART‐1, which offer the entire information to derive rotations. The available data of strong‐motion instrument arrays for this problem are summarized in Table I. They are in qualitative agreement with the suggestions of the mathematical model. Earthquake response spectra for the rotational components are developed for a few selected cases, in particular a rotational spectrum consistent with the prescription of USNRC Regulatory Guide 1.60. The correlations between the translational and rotational components of the ground motion are also shown.
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