Graduate researcher: Ting Lin
Project sponsor: U.S. Geological Survey, Pacific Earthquake Engineering Research Center

Figure from Baker (2009)
As nonlinear dynamic analysis becomes a more frequently used procedure for evaluating the demand on a structure due to earthquakes, it is increasingly important to understand which properties of ground motions are most strongly related to the response caused in the structure. A value that quantifies the effect of a record on a structure is often called an Intensity Measure (IM). Spectral acceleration at the first-mode period of vibration, Sa(T1), has frequently been used as an IM for predicting response of structures. But among records with the same value of Sa(T1), there is still significant variability in response of a multi-degree-of-freedom, nonlinear structural model. Here we consider a two-parameter (i.e., vector-valued) intensity measures which have greater potential to account for this variability in response.
A reference page for the ground motion parameter 'epsilon' is available here. It may be helpful to researchers investigating the effect of epsilon on their structures.
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