Empirical Correlations between Peak Ground Velocity and Spectrum‐Based Intensity Measures
Brendon Bradley
Abstract
Brendon Bradley
Abstract
Empirical correlation equations between peak ground velocity ( PGV ) and several spectrum‐based ground motion intensity measures are developed. The intensity measures examined in particular were: peak ground acceleration ( PGA ), 5% damped pseudo‐spectral acceleration ( SA ), acceleration spectrum intensity ( ASI ), and spectrum intensity ( SI ). The computed correlations were obtained using ground motions from active shallow crustal earthquakes and four ground motion prediction equations. Results indicate that PGV is strongly correlated (i.e., a correlation coefficient of ) with SI , moderately correlated with medium to long‐period SA (i.e., for vibration periods 0.5‐3.0 seconds), and also moderately correlated with short period SA , PGA and ASI (). A simple example is used to illustrate one possible application of the developed correlation equations for ground motion selection.
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Empirical correlation equations between peak ground velocity ( PGV ) and several spectrum‐based ground motion intensity measures are developed. The intensity measures examined in particular were: peak ground acceleration ( PGA ), 5% damped pseudo‐spectral acceleration ( SA ), acceleration spectrum intensity ( ASI ), and spectrum intensity ( SI ). The computed correlations were obtained using ground motions from active shallow crustal earthquakes and four ground motion prediction equations. Results indicate that PGV is strongly correlated (i.e., a correlation coefficient of ) with SI , moderately correlated with medium to long‐period SA (i.e., for vibration periods 0.5‐3.0 seconds), and also moderately correlated with short period SA , PGA and ASI (). A simple example is used to illustrate one possible application of the developed correlation equations for ground motion selection.
Key concepts: Intensity (physics), Ground motion, Spectral acceleration, Acceleration, Peak ground acceleration, Physics, Spectrum (functional analysis), Correlation