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Displaced Water Volume, Potential Energy of Initial Elevation, and Tsunami Intensity: Analysis of Recent Tsunami Events

机译:排水量,初始海拔势能和海啸强度:近期海啸事件分析

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We consider recent ocean-bottom earthquakes for which detailed slip distribution data are available. Using these data and the Okada formulae, we calculate the vector fields of coseismic bottom deformations, which allow us to determine the displaced water volume and the potential energy of initial elevation of the tsunami source. It is shown that, in the majority of cases, the horizontal components of bottom deformation provide an additional contribution to the displaced water volume and virtually never diminish the contribution of the vertical component. The absolute value of the relative contribution of the horizontal components of bottom deformation to the displaced volume varies from 0.07 to 55 %, on average amounting to 14 %. The displaced volume and the energy of initial elevation (tsunami energy) are examined as functions of the moment magnitude, and the relevant regressions (least-squares fits) are derived. The obtained relationships exhibit good correspondence with the theoretical upper limits that had been obtained under the assumption of uniform slip distribution along a rectangular fault. Tsunami energy calculated on the basis of finite fault model data is compared with the earthquake energy determined from the energy-magnitude relationship by Kanamori. It is shown that tsunami takes from 0.001 to 0.34 % of the earthquake energy, and on average 0.04 %. Finally, we analyze the Soloviev-Imamura tsunami intensity as a function of the following three quantities: (1) the moment magnitude, (2) the decimal logarithm of the absolute value of displaced volume, and (3) the decimal logarithm of the potential energy of initial elevation. The first dependence exhibits rather poor correlation, whereas the second and third dependences demonstrate noticeably higher correlation coefficients. This gives us grounds to suggest considering the displaced volume and the energy of initial elevation as measures of the tsunamigenic potential of an earthquake.
机译:我们考虑了可获得详细滑动分布数据的近期海底地震。使用这些数据和Okada公式,我们计算了同震底部变形的矢量场,这使我们能够确定流离失所的水量和海啸源初始高度的势能。结果表明,在大多数情况下,底部变形的水平分量对驱替的水量提供了额外的贡献,并且实际上从不减少垂直分量的贡献。底部变形的水平分量对位移体积的相对贡献的绝对值从0.07到55%不等,平均为14%。将位移量和初始标高能量(海啸能量)作为弯矩大小的函数进行检查,并得出相关的回归(最小二乘拟合)。所获得的关系与沿矩形断层的滑动分布均匀的假设下获得的理论上限具有良好的对应关系。将基于有限断层模型数据计算出的海啸能量与通过Kanamori从能量-震级关系确定的地震能量进行比较。结果表明,海啸占地震能量的0.001%至0.34%,平均为0.04%。最后,我们分析索洛维夫-今村海啸强度与以下三个量的关系:(1)矩量;(2)位移体积绝对值的十进制对数;(3)势的十进制对数初始标高的能量。第一个相关性显示出很差的相关性,而第二个和第三个相关性显示出明显更高的相关系数。这使我们有理由建议考虑将位移量和初始标高的能量作为地震海啸潜在可能性的量度。

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