The 1994 Wyomissing, PA Earthquakes
Work in Collaboration with
Robert Herrmann of Saint Louis University
Chuck Langston of Penn State
Harley Benz of the US Geological Survey
Map with Major Double-Couple Mechanisms
Mainshock inversion results
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Inversion run on: Tue Feb 14 13:29:55 1995
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Information from header of first data file:
Reference Time: JAN 16 (016), 1994 01:49:56.959
Origin time (s) relative to reference: 0.
Event Lat,Lon: 40.300 -76.000
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Depth = 3 km
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moment tensor:
0.208E+01 0.334E+01 -0.276E+01
0.334E+01 0.648E+01 0.101E+01
-0.276E+01 0.101E+01 -0.856E+01
m0 = 1.00000E+22
Isotropic Component: 0.
Subtracted out the isotropic component.
The Deviatoric Moment Tensor:
0.208E+01 0.334E+01 -0.276E+01
0.334E+01 0.648E+01 0.101E+01
-0.276E+01 0.101E+01 -0.856E+01
eigenvalues of the moment tensor
0.829E+01 0.115E+01 -0.944E+01
and associated eigenvectors (in the columns)
0.483E+00 0.835E+00 -0.263E+00
0.875E+00 -0.470E+00 0.116E+00
-0.267E-01 -0.286E+00 -0.958E+00
Eigenvector 1:
Az = 241.098 Plunge = 1.53195
Eigenvector 2:
Az = 150.640 Plunge = 16.6329
Eigenvector 3:
Az = 336.210 Plunge = 73.2926
The Total Scalar Moment (Silver&Jordan;,1982) is
0.892E+23
The Total Moment Magnitude (Kanamori(1979)) is
4.6
The Deviatoric Scalar Moment (Silver&Jordan;,1982) is
0.892E+23
The Deviatoric Moment Magnitude (Kanamori(1979)) is
4.6
double couple eigenvalues= 0.887E+01 -0.887E+01
(clvd/dc)*100= 24.291
moment tensor for the major dislocation
0.1642 0.7524 0.4533 -0.2649 0.0877
pole vectors p1 and p2
0.528E+00 0.537E+00 0.658E+00
-0.156E+00 -0.701E+00 0.696E+00
azimuth and plunge of pole #1; az1= 45.49 pl1= 41.17
azimuth and plunge of pole #2; az2= 257.48 pl2= 44.12
fault angle parameters
strike dip rake
135.49 48.83 67.65
347.48 45.88 113.50
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Foreshock inversion results
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Inversion run on: Fri Feb 24 14:03:51 1995
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Information from header of first data file:
Reference Time: JAN 16 (016), 1994 00:43:24.085
Origin time (s) relative to reference: 0.
Event Lat,Lon: 40.327 -76.007
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Depth = 3km
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moment tensor:
0.329E+00 0.491E+00 -0.619E+00
0.491E+00 0.631E+00 -0.139E-01
-0.619E+00 -0.139E-01 -0.960E+00
m0 = 1.00000E+22
Isotropic Component: 0.
Subtracted out the isotropic component.
The Deviatoric Moment Tensor:
0.329E+00 0.491E+00 -0.619E+00
0.491E+00 0.631E+00 -0.139E-01
-0.619E+00 -0.139E-01 -0.960E+00
eigenvalues of the moment tensor
0.107E+01 0.153E+00 -0.123E+01
and associated eigenvectors (in the columns)
0.652E+00 -0.648E+00 0.395E+00
0.731E+00 0.676E+00 -0.974E-01
-0.204E+00 0.352E+00 0.914E+00
Eigenvector 1:
Az = 228.273 Plunge = 11.7424
Eigenvector 2:
Az = 133.792 Plunge = 20.6001
Eigenvector 3:
Az = 346.129 Plunge = 66.0173
The Total Scalar Moment (Silver&Jordan;,1982) is
0.116E+23
The Total Moment Magnitude (Kananmori(1979)) is
4.0
The Deviatoric Scalar Moment (Silver&Jordan;,1982) is
0.116E+23
The Deviatoric Moment Magnitude (Kananmori(1979)) is
4.0
double couple eigenvalues= 0.115E+01 -0.115E+01
error (clvd/dc)*100= 25.019
moment tensor for the major dislocation
0.2689 0.5244 0.5146 -0.4932 -0.0597
pole vectors p1 and p2
-0.182E+00 -0.586E+00 0.790E+00
0.740E+00 0.448E+00 0.502E+00
azimuth and plunge of pole #1; az1= 252.76 pl1= 52.18
azimuth and plunge of pole #2; az2= 31.18 pl2= 30.14
fault angle parameters
strike dip rake
342.76 37.82 125.02
121.18 59.86 65.99
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Prepared by: Chuck
Ammon
cammon@geosc.psu.edu
August 1996