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Examining ambient noise using co-located measurements of rotational and translational motion

Hadziioannou, Céline, Peter Gaebler, Ulrich Schreiber, Joachim Wassermann, and Heiner Igel (2012), Examining ambient noise using co-located measurements of rotational and translational motion, Journal of Seismology, 16(4), 787-796, doi:10.1007/s10950-012-9288-5.

Abstract
In the past decade, a number of studies have reported the observation of rotational motion associated with seismic events. We report a first observation of rotational motion in the microseismic ambient noise band. A striking feature of rotational motion measurements is that the information about the seismic phase velocity and source back azimuth is contained in the amplitude ratio of a point measurement of rotation rate and transverse acceleration. We investigate the possibility of applying this method to ambient noise measured with a ring laser and a broadband seismometer at the Wettzell Geodetic Observatory in Germany. Using data in the secondary microseismic band, we recover local phase velocities as well as the back azimuth of the strongest noise source for two different time periods. In order to confirm these findings, we additionally compare the results with classical array processing techniques of the Gräfenberg array located nearby.
Further information
BibTeX
@article{id1763,
  author = {C{\'e}line Hadziioannou and Peter Gaebler and Ulrich Schreiber and Joachim  Wassermann and Heiner Igel},
  journal = {Journal of Seismology},
  number = {4},
  pages = {787-796},
  title = {{Examining ambient noise using co-located measurements of rotational and translational motion}},
  volume = {16},
  year = {2012},
  url = {http://www.springerlink.com/content/pn7k80g4j001h661/},
  doi = {10.1007/s10950-012-9288-5},
}
EndNote
%0 Journal Article
%A Hadziioannou, Céline
%A Gaebler, Peter
%A Schreiber, Ulrich
%A Wassermann, Joachim 
%A Igel, Heiner
%D 2012
%N 4
%V 16
%J Journal of Seismology
%P 787-796
%T Examining ambient noise using co-located measurements of rotational and translational motion
%U http://www.springerlink.com/content/pn7k80g4j001h661/
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