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Can we estimate local Love wave dispersion properties from collocated amplitude measurements of translations and rotations ?

Kurrle, Dieter, Heiner Igel, Ana Ferreira, Joachim Wassermann, and Ulrich Schreiber (2010), Can we estimate local Love wave dispersion properties from collocated amplitude measurements of translations and rotations ?, Geophysical Research Letters, 37, L04307, doi:10.1029/2009GL042215.

Abstract
We investigate the possibility of determining local dispersion characteristics of Love waves using seismograms of transverse acceleration and rotation rate around a vertical axis recorded at the same site. Assuming plane‐wave propagation, phase velocity information is contained in the frequency‐dependent amplitude ratio of the two different types of ground motion. We perform tests of this method using real measurements from a ring laser system and a broadband seismometer at the geodetic observatory Wettzell in southeast Germany as well as synthetic seismograms computed by normal mode summation. While general dispersion characteristics can be recovered, we show that the contribution of overtones impedes the use of this method for structural inversion. To extract the structural information contained in collocated measurements of rotations and translations, a full waveform inversion is necessary.
BibTeX
@article{id1526,
  author = {Dieter Kurrle and Heiner Igel and Ana Ferreira and Joachim Wassermann and Ulrich Schreiber},
  journal = {Geophysical Research Letters},
  month = {feb},
  pages = {L04307},
  title = {{Can we estimate local Love wave dispersion properties from collocated amplitude measurements of translations and rotations ?}},
  volume = {37},
  year = {2010},
  language = {en},
  doi = {10.1029/2009GL042215},
}
EndNote
%0 Journal Article
%A Kurrle, Dieter
%A Igel, Heiner
%A Ferreira, Ana
%A Wassermann, Joachim
%A Schreiber, Ulrich
%D 2010
%V 37
%J Geophysical Research Letters
%P L04307
%T Can we estimate local Love wave dispersion properties from collocated amplitude measurements of translations and rotations ?
%8 feb
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Printed 25. Aug 2019 08:40