Electronic Supplement to

The 2004 M_w6.0 Parkfield, California, earthquake: Inversion of near-source ground motion using multiple data sets

Geophys. Res. Lett., 32, L23312, doi:10.1029/2005GL024417

by S. Custódio, P. Liu and R. J. Archuleta

Kinematic rupture models

The tables below contain the kinematic rupture models inverted from strong-motion data. We present twelve different rupture models; each of the 12 models was obtained using different subsets of data. Each rupture model is defined by five source parameters: slip amplitude, rake angle, rupture velocity, accelerating rise time T₁ and decelerating rise time T₂. Tables 1-12 contain the source parameters at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters). Tables 13-24 contain the source parameters at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).

The seven columns in the tables correspond to: 1) x-coordinate along strike from NW to SE (km); 2) y-coordinate down-dip from the surface (km); 3) slip amplitude (m); 4) rake angle (degrees); 5) rupture velocity (km/s); 6) accelerating rise time T₁; and 7) decelerating rise time T₂. In the xy coordinate system of the fault plane, the hypocenter is located at x=0 km; y=8.1 km.

Tables

Table 1. Model obtained with subset of stations number 1. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 2. Model obtained with subset of stations number 2. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 3. Model obtained with subset of stations number 3. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 4. Model obtained with subset of stations number 4. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 5. Model obtained with subset of stations number 5. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 6. Model obtained with subset of stations number 6. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 7. Model obtained with subset of stations number 7. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 8. Model obtained with subset of stations number 8. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 9. Model obtained with subset of stations number 9. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

 Table 10. Model obtained with subset of stations number 10. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 11. Model obtained with subset of stations number 11. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 12. Model obtained with subset of stations number 12. Source parameters are given at the nodes of a 2km x 2km grid (the spacing for inversion of source parameters).
 

Table 13. Model obtained with subset of stations number 1. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

Table 14. Model obtained with subset of stations number 2. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

 Table 15. Model obtained with subset of stations number 3. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
  

 Table 16. Model obtained with subset of stations number 4. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

 Table 17. Model obtained with subset of stations number 5. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

 Table 18. Model obtained with subset of stations number 6. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
  

 Table 19. Model obtained with subset of stations number 7. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
  

 Table 20. Model obtained with subset of stations number 8. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

 Table 21. Model obtained with subset of stations number 9. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

 Table 22. Model obtained with subset of stations number 10. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

Table 23. Model obtained with subset of stations number 11. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).
 

Table 24. Model obtained with subset of stations number 12. Source parameters are given at the nodes of a 167m x 167m grid (the spacing for interpolation of source parameters and convolution with Green's functions).