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首页> 外文期刊>Bulletin of the Seismological Society of America >M_(Rg): A magnitude scale for 1 s Rayleigh waves at local distances with focus on yield estimation
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M_(Rg): A magnitude scale for 1 s Rayleigh waves at local distances with focus on yield estimation

机译:M_(Rg):局部距离上1 s瑞利波的震级标度,重点是产量估算

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Yield estimation of small explosions at local distances represents a challenge for the nuclear explosion monitoring community. We have examined the feasibility of using short-period surface-wave magnitudes, called M_(Rg), to estimate explosion yields at local distances (< 100 km). We have modified the Russell (2006) _s formula, which was derived for periods of 8-25 s for distances beyond 50 km, for application at local distances and 1 s period. We have studied short-period surface-wave attenuation in diverse lithologies in order to incorporate an attenuation term in the magnitude scale, which is suitable for Rg. We have also incorporated multiple excitation corrections for Rg based on the near-source seismic velocities, which greatly affect the source-region amplitudes for Rg. It is important to note that in the formula the excitation is estimated from the measured Rg group velocity. We have also derived a new Butterworth filter cutout definition for filtering Rg near 1 s period at distances between 2 and 100 km. We used the new formula to estimate M_(Rg) for 39 small (37 ≤ Y ≤ 12;270 kg TNT equivalent) and shallow (<120 m) explosions detonated in North America in lithologies ranging from alluvium to granite. Regressions of the magnitudes with yield result in the equation M_(Rg) log_(10) (Y) - 3.03 for chemical explosions with Y < 12; 270 kg. An F factor with 95% confidence was determined to be 2.25, giving lower and upper bounds on the yield estimates of Y=2:25 and Y × 2:25, respectively. We applied the relationship M_(Rg) log_(10) (Y) - 3.33 (assuming factor of 2 equivalence between chemical and nuclear) to nuclear explosions detonated at the Degelen and Shagan, Kazakhstan, test sites. The estimated yields based on Rg magnitudes were often within 20% of the true yield and had smaller F factor than the estimated yields for United States chemical explosions.
机译:估计局部距离的小爆炸的产量对核爆炸监测界构成挑战。我们已经研究了使用短周期的面波幅度M_(Rg)来估计局部距离(<100 km)处爆炸产生的可行性。我们修改了Russell(2006)的s公式,该公式在超过50 km的距离时以8-25 s的周期导出,适用于局部距离和1 s的周期。我们已经研究了在不同岩性中的短周期表面波衰减,以便将衰减项纳入幅度范围内,这适用于Rg。我们还基于近源地震速度对Rg进行了多次激励校正,这极大地影响了Rg的源区振幅。重要的是要注意,公式中的激励是根据测得的Rg组速度估算的。我们还导出了一个新的Butterworth滤波器切口定义,用于在1 s周期内以2至100 km之间的距离对Rg进行滤波。我们使用新公式估算了北美地区在从冲积层到花岗岩的岩性中发生的39次小爆炸(37≤Y≤12; 270 kg TNT当量)和浅爆炸(<120 m)的M_(Rg)。对于Y <12的化学爆炸,强度随屈服强度的回归公式为M_(Rg)log_(10)(Y)-3.03; 270公斤确定为95%置信度的F因子为2.25,分别给出了收益率估计的下限和上限Y = 2:25和Y×2:25。我们将关系M_(Rg)log_(10)(Y)-3.33(假设化学和核当量为2的因数)应用于在哈萨克斯坦德盖伦和沙根的试验场引爆的核爆炸。基于Rg量的估计产量通常在真实产量的20%以内,并且F因子小于美国化学爆炸的估计产量。

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