Comment on `On sensitivity kernels for `wave-equation' transmission tomography' by de Hoop and van der Hilst

Details Comment on `On sensitivity kernels for `wave-equation' transmission tomography' by de Hoop and van der Hilst Comment on `On sensitivity kernels for `wave-equation' transmission tomography' by de Hoop and van der Hilst

Dec 2005

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2005geoji.163..949d&link_type=abstract

Geophysical Journal International, Volume 163, Issue 3, pp. 949-951.

Statistics

Methodology

11

Scientific paper

The finite-frequency sensitivity kernels developed by Dahlen et al. are an appropriate tool for inverting traveltimes of non-triplicated P, S, PP and SS waves, measured by cross-correlation with a synthetic pulse. The critique of this theoretical methodology in a recent paper by de Hoop & van der Hilst is based upon the incorrect notion that one can account for errors in the synthetic pulse and/or origin time of an earthquake by a modification of the Fréchet kernels expressing the first-order dependence upon the perturbation in the wavespeed.

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