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  5. A taxonomy of site response complexity

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Article
English
2012

A taxonomy of site response complexity

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English
2012
Soil Dynamics and Earthquake Engineering
Vol 41
DOI: 10.1016/j.soildyn.2012.04.005

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Eric M Thompson
Eric M Thompson

Usgs, Golden

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Eric M Thompson
Laurie G. Baise
Yasuo Tanaka
+1 more

Abstract

A few extensively studied downhole seismic arrays are commonly used in detailed site response studies. Thus, there is a critical need to increase the number of sites that are used to compare soil constitutive models. Toward this end, we develop a classification scheme for downhole arrays that identifies stations where common wave propagation assumptions are valid. For stations where the one-dimensional (1D) assumption does not hold, we identify different levels of complexity that must be accounted for, which is a function of the inter-event variability and the similarity between the empirical and one-dimensional theoretical transfer functions. The classification is based on 100 seismic arrays in Japan that have recorded surface accelerations in excess of 0.3g, 69 of which exhibit low inter-event variability. The response at 16 of these sites resembles the one-dimensional response, while the others deviate from one-dimensional behavior, indicating that the one-dimensional assumption is not acceptable in most cases. We check our interpretation of the taxonomy with field investigations at two stations. The field observations show large lateral variations of the velocity profile across distances of hundreds of meters at the station where we expect the one-dimensional assumption does not hold.

How to cite this publication

Eric M Thompson, Laurie G. Baise, Yasuo Tanaka, Robert E. Kayen (2012). A taxonomy of site response complexity. Soil Dynamics and Earthquake Engineering, 41, pp. 32-43, DOI: 10.1016/j.soildyn.2012.04.005.

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Publication Details

Type

Article

Year

2012

Authors

4

Datasets

0

Total Files

0

Language

English

Journal

Soil Dynamics and Earthquake Engineering

DOI

10.1016/j.soildyn.2012.04.005

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