1993
DOI: 10.1016/0031-9201(93)90010-7
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Attenuation of P and S waves in the Oaxaca, Mexico, subduction zone

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Cited by 34 publications
(15 citation statements)
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“…They obtained a frequency-dependent quality factor, Q( f ) = 273 f 0.66 , which may be taken as a reference value for southern Mexico. Castro and Munguía [1993] found a lower quality factor for S waves above the Oaxaca subduction zone. Castro et al [1994] compared results for Q from Oaxaca and Guerrero and attempted to explain the unexpected lower Q in the Oaxaca region.…”
Section: Introductionmentioning
confidence: 84%
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“…They obtained a frequency-dependent quality factor, Q( f ) = 273 f 0.66 , which may be taken as a reference value for southern Mexico. Castro and Munguía [1993] found a lower quality factor for S waves above the Oaxaca subduction zone. Castro et al [1994] compared results for Q from Oaxaca and Guerrero and attempted to explain the unexpected lower Q in the Oaxaca region.…”
Section: Introductionmentioning
confidence: 84%
“…Previous studies for Guerrero [Castro et al, 1990;Ordaz and Singh, 1992] are representatives of the Guerrero terrane, and give similar results to ours. The study by Castro and Munguía [1993] for Oaxaca gives smaller Q values for the area 97.2°to 96.3°W and 15.5°to 16.2°N. Low Q values for this region may not be representative for the entire Mixteco-Oaxaca terrane.…”
mentioning
confidence: 83%
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“…Central United States (Singh and Herrmann, 1983) 1000 a 0.2 CENA (except New Brunwick) (Hasegawa, 1985) 900 0.2 Quebec (CENA) (Boore and Atkinson, 1998) 755 0.5 Eastern North America (Atkinson and Boore, 1995) 680 0.36 Southeastern Canada (CENA) (Atkinson and Mereu, 1992) 670 0.33 South China Region (Chen and Nuttli, 1984) 592 N/A Indian shield region (Singh et al, 1999) 508 0.48 New Brunswick (CENA) (Shin and Herrmann, 1987) 500 0.65 Guangdong province, China (Wong et al, 2002) 482 0.31 Norwegian continental shelf (Bungum et al, 1992) 465 0.64 New England (Pulli, 1984) 460 a 0.4 Central Europe (Malagnini et al, 2000b) 400 0.42 Haifeng, Guangdong, China (Jin and Aki, 1988) 370 a 0.4 Beijing, China (Zhang et al, 1998) 342 a 0.74 Xingfenziang, Guangdong, China (Jin and Aki, 1988) 240 a 0.3 Central Mississippi Valley (CENA) (Dwyer et al, 1984) 210 a 0.78 California (WNA) (Atkinson and Silva, 1997) 204 0.56 Southern Iberia (Canas et al, 1991) 100-200 a 0.6-0.73 Western United States (Singh and Herrmann, 1983) 150 a 0.45 West America (Chin and Aki, 1991) 150 0.5 Northridge, California (Beresnev and Atkinson, 1998) 150 0.5 Apenninesm Italy (Malagnini et al, 2000a) 130 0.1 Southwestern British Columbia, Canada (Zelt et al, 1999) 110 a 0.72 Trinidad and Tobago, West Indies (Latchman et al, 1996) 107-132 a 0.8-1.06 Ningxia, China (Zhao et al, 2000) 104 a 0.83 Victoria, Australia (Wilkie and Gibson, 1995) 100 a 0.85 Garibbran, West Indies (Ambeh and Lynch, 1993) 97-145 a 1.09-0.82 Koyna, India (Gupta et al, 1998) 9 6 a 1.09 Luanxian, Hebei, China (Li et al, 1990) 4 6 -7 2 a 0.85-0.9 Washington State, USA (Havskov et al, 1989) 6 3 a 0.97 Oaxaca, Mexico (Castro and Munguia, 1993) 56 1.01 Northeastern Japan (average value) (Matsumoto and Hasegawa, 1989)…”
Section: Q and The Coda Q Methodsmentioning
confidence: 97%
“…We can also see from Figure (Castro and Munguia, 1993); 5. Western US Q(f)=150f °5 (Chin and Aki, 1991); 6.…”
Section: Calculation Results Using Genetic Algorithm the Low-frequencmentioning
confidence: 65%