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Shaded relief map of the Vesuvius volcano with the 16 stations used in the analysis (black triangles). The stations that have names ending with M are the digital ones. Axes dimensions in meters (UTM 33T).

Shaded relief map of the Vesuvius volcano with the 16 stations used in the analysis (black triangles). The stations that have names ending with M are the digital ones. Axes dimensions in meters (UTM 33T).

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In this article we apply a passive scattering-imaging method, derived from the method developed by Nishigami (1991) to data from the coda of the local volcano-tectonic (VT) earthquakes of Mt. Vesuvius. This method provides the space distribution of the strong scatterers together with a rough estimate of their strength. In the development of our met...

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... of 2,261 local volcano-tectonic (VT) and low-magnitude (local magnitude up to 3.6) events ( Fig. 1) recorded between Jan- uary 1996 and April 2000 by the seismic monitoring network of INGV Naples. VT earthquakes constitute the almost un- ique class of events present in the background seismicity ( Bianco et al., 2005). The recording stations (Fig. 2) were: nine low-dynamic range analog stations whose data are telemetered to the Data Analysis Center (Centro di Sorve- glianza) sampled at 100 samples per second and seven high-dynamic range digital stations with local recording sampled at 125 samples per second. The sensors were 1 Hz Mark Products L4-C vertical component seismometers ...

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Citations

... Differences in scattering characteristics between 3 Hz and higher frequencies are reported in several coda-attenuation imaging studies of volcanoes, especially in the presence of a volcanic edifice (e.g. Tramelli et al. 2009). Nevertheless, an albedo as high as 0.95 had never been measured in volcanoes. ...
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... Building of the Scattering model. Similarly to the attenuation models we first used the procedure described by 25,56 and based on the method proposed by 57 . This scattering locator method considers the experimental evidence that the coda energy density can be modelled on a first order with a single isotropic scattering approach. ...
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... Scattering tomography assumes that, in a volume with average scattering power, the strongest scatterers can be approximated as single-scattering regions, producing strong changes in coda envelopes at different lapse times [Nishigami, 1991;Matsumoto et al., 1998;Nishigami, 2000;Tramelli et al., 2006Tramelli et al., , 2009. The scattering power of the blocks constituting a 3-D grid is related in the inversion problem to the ratio between the energy recorded in a 2 s coda time window, n , and corresponding to the location of the nth inhomogeneity (over a total of N) and the average homogeneous energy, (both integrated over time), n ∕ : ...
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... A number of methods were developed for estimation of intrinsic (Q À1 i ) and scattering (Q À1 s ) attenuation. Some of the most commonly used methods for estimation of relative contribution of these two parameters in coda attenuation were proposed by Wu (1985), Zeng (1991), Hoshiba et al. (1991), Fehler et al. (1992), Mayeda et al. (1992), Wennerberg (1993 and Bianco et al. (2002Bianco et al. ( , 2005 for isotropic scattering and by Hoshiba (1995), Tramelli et al. (2009), De Siena et al. (2009 and Mayeda et al. (2008) for nonisotropic scattering. The multiple scattering models of Gao et al. (1983) and Wu and Aki (1988) and energy flux model of Frankel and Wennerberg (1987) give some insight in the physical interpretation of coda wave quality factor (Q c ) and provide methods of separation of Q i and Q s . ...
... Real volcano structures usually combine depth-dependent velocity gradients, low-velocity regions related to partial melt and/or hydrothermal alterations, and high-velocity regions usually interpreted as chilled magma bodies. On top of this, we must keep in mind the effects produced by the sharp topography of volcanic areas and the presence of strong scatterers and attenuating bodies (Neuberg and Pointer 2000; Martínez-Arévalo et al. 2003 Tramelli et al. 2006 Tramelli et al. , 2009 Métaxian et al. 2009; O'Brien and Bean 2009). Therefore, it is very difficult to estimate precisely what values of azimuth and apparent slowness should be expected for seismic waves propagating in heterogeneous media. ...
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