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Oscillations, Waves, and Interactions - GWDG

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306 Schreiber<br />

Demodulator Signal [V]<br />

1.790<br />

1.780<br />

1.770<br />

mag. 3.23<br />

0 50 100 150 200 250<br />

Time [s]<br />

Figure 27. Example of a regional seismic event recorded on the GEOsensor in Pinon Flats.<br />

on all scales with a particular emphasis on local <strong>and</strong> regional scales with source<br />

distances of up to 100 km. From the calculation of theoretical seismograms for all six<br />

degrees of freedom of motion, it became apparent that rotational motion information<br />

may contribute the most for the investigation of local <strong>and</strong> regional earthquakes. One<br />

example out of many of the recorded seismic events in Pinon Flat is shown in Fig. 27.<br />

The basic sensor concept is well suited for the desired application.<br />

7.4 Observations of rotations<br />

Currently there are primarily two types of measurements that are routinely used<br />

to monitor global <strong>and</strong> regional seismic wave fields. St<strong>and</strong>ard inertial seismometers<br />

measure three components of translational ground displacement <strong>and</strong> provide the<br />

basis for monitoring seismic activity <strong>and</strong> ground motion. The second type aims<br />

at measuring the deformation of the Earth (strains). It is well known that there<br />

is a third type of measurement that should be observed in seismology <strong>and</strong> geodesy<br />

in order to fully describe the motion at a given point, the measurement of ground<br />

rotation.<br />

In fact, Aki <strong>and</strong> Richards [24, 25] have dem<strong>and</strong>ed to use rotations for more than<br />

20 years, but due to the lack of suitable sensors this has not been done in the past.<br />

The recording of the (complete) earthquake-induced rotational motion is expected<br />

to be useful particularly for (1) further constraining earthquake source processes<br />

when observed close to the active faults [30]; (2) estimating permanent displacement<br />

from seismic recordings [32]; (3) estimating local (horizontal) phase velocities from<br />

collocated observations of translations <strong>and</strong> rotations. As will be shown below, the<br />

consistency of broadb<strong>and</strong> ring laser observations of the vertical component of rotation<br />

rate observed for distant large earthquakes is readily obtained. Furthermore one can<br />

model the observations with numerical simulations of the complete rotational wave<br />

field in a three-dimensional heterogeneous global Earth model.<br />

In order to compare translations (measured by a st<strong>and</strong>ard seismometer) with the<br />

vertical component of the vector of rotation – which is what the G-ring is measur-

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