@incollection{epos1777,
           month = {April},
          author = {Hiroshi Asanuma and Tanetomo Izumi and Hiroaki Niitsuma and Rob Jones and Roy Baria},
            note = {Congress held April 24-29, 2005, in Antalya, Turkey},
       booktitle = {Proceedings World Geothermal Congress 2005},
           title = {Delineation of Reservoir Structure by the Coherence Collapsing Relocation Technique of Microseismicity},
       publisher = {International Geothermal Association},
           pages = {3775--3779},
            year = {2005},
        keywords = {: microseismicity, collapsing, coherencecollapsing
, HDR/HWR, MTC, Soultz, Cooper Basin},
             url = {https://episodesplatform.eu/eprints/1777/},
        abstract = {The authors have investigated a variation of the collapsing
method that tries to bridge collapsing and multiplet analysis
techniques utilizing the advantages of each of the methods.
The collapsing method is a mapping method for relocating
microseismicity that involves utilizing information from all
the events in the data set. In the version of the collapsing
method introduced here the idea of the coherence of the
waveforms is also incorporated into the method (coherence
collapsing). The new method aims to bridge absolute and
relative mapping techniques, because this method has a
nature to selectively relocate a group of multiplets to a
point. The principle of the coherence collapsing method
was developed from the concept of the original collapsing
method, and parameters in the analysis are optimized from
synthetic studies and from real data. The relocated events
in simulation revealed that the coherence collapsing method
has the ability to estimate absolute location of multiplets in
a seismic cloud. This method was applied to a part of the
seismic data set of the Soultz 1993, 2000 and 2003
stimulations and Australian 2003 stimulation in Cooper
Basin. The relocation of events with high mutual
coherency showed structures consistent with multiplet
analysis suggesting the advantage of this method for semirealtime mapping of the multiplets.}
}