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Historical Seismograms - Evidence from the AD 2000 Izu Islands ...

Historical Seismograms - Evidence from the AD 2000 Izu Islands ...

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Pattern Analysis of Small Earthquakes and Explosions 355Table 1. Characteristic Pattern ParametersParameter Threshold Probability(percent)R > 3.7 63a: > .77 76f < 3.8 HZ 57F < 5.5 Hz > 99FM C 64ML < 2.0 73T 1800 5 T < 0300 80o<strong>the</strong>r individual parameter. Thus <strong>the</strong> simplest characteristic pattern, for identifyingblasts, is described by <strong>the</strong> single parameter (F). This parameter probably appliesmore generally, whereas some of <strong>the</strong> o<strong>the</strong>rs do not.The dominant frequency (F) of <strong>the</strong> maximum trace amplitude (AM) is estimatedby <strong>the</strong> maximum likelihood method using <strong>the</strong> time differences between five consecutivepeaks and troughs centered on AM. The dominant frequency for a blast isFg = 2.9 f 0.7 Hz and for an earthquake it is FE = 8.9 zt 0.8 Hz. For a thresholdof 5.5 Hz, <strong>the</strong> probability that an event is a blast, if FI 5.5 Hz, is more than 99per cent. The relatively low-frequency Fb is attributed to <strong>the</strong> excitation of a fundamentalor higher mode Rayleigh wave (Mooney and Bolt, 1966; Cara and Minster,1981). Theoretically, an explosive surface source will efficiently excite highermodeRayleigh waves at frequencies above 1 Hz in <strong>the</strong> relatively low velocity surface layers.If F for an event is not available (owing to <strong>the</strong> trace being too faint to read, say)<strong>the</strong> next best characteristic pattern is described by a set of three parameters (FM,a, and f). If, simultaneously, FM = C, cy > 0.77 and f < 3.8 HZ for an event, <strong>the</strong>probability is 96 per cent that <strong>the</strong> event is a blast.7. Rate of SeismicityFrom July 1952 through May 1963, 109 earthquakes (1.8 5 ML 5 2.8; 0300 5T c 1800 UTC) were recorded within 50 km of SHS. The cumulative rate of seismicityiswith a corresponding variance oflog N 7 2.80 - 0.87M~, (2)20 log^ = 0.0428 - 0.0196 ML + 0.00798 ML ',where N is <strong>the</strong> cumulative number of earthquakes with magnitude 2 ML. The coefficientsin (2) and (3) are normalized to earthquakes per year per 10,000 km2. Therate of earthquake occurrence (r = 10I0gN) and its standard error (g,.), calculated<strong>from</strong> (2) and (3), are given in Table 2. Note that r cannot be reliably extrapolatedabove ML 2 3.0 where r = 1.4 f 0.82 earthquakes per year per 10,000 km2.(3)

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