根据宏观地震资料确定震源深度的Kovesligethy-Gassmann问题的通解及其适应性
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ON THE GEN ERAL SOLUTION TO THE KOVESLIGETHY-GASSMANN PROBLEM FOR THE DETERMINATION OF FOCAL DEPTH BASED ON MACROSEISMIC DATA
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    摘要:

    根据震源指标几何扩散率n和近场吸收系数T/km2都随实际地震而异的性质,导出了完整震源深度公式,并获得K-G问题的通解。对此通解及震源深度公式分别提出3种算法,效果都较好。利用计算所得震源类型,结合宏观场粗略地探索了震源几何学,为直接观察震源的钻孔设计提供了依据.

    Abstract:

    Based on the behaviours of that the index of geometrical diffusivity n which is indicator of the type of earthquake source and absorptive co efficient α/km2 in near field are varied with real earthquake, a complete macro seismic formula for the determination of hypocentral depth can be derived as follows:
    h=ri/[10(I0-Ii)/(1.5n)e-2Tri2-1]1/2
    in which h is hypocentral depth, I0 the intensity at epicenter, ri the radus of isoseismal curves defined by intensity Ii. For this formula and macroseismic formula mentioned in previous paper, three calculative methods are given respectively and their results are very good.

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段星北.根据宏观地震资料确定震源深度的Kovesligethy-Gassmann问题的通解及其适应性[J].地震工程学报,1997,19(1):76-82,90. DUAN Xingbei. ON THE GEN ERAL SOLUTION TO THE KOVESLIGETHY-GASSMANN PROBLEM FOR THE DETERMINATION OF FOCAL DEPTH BASED ON MACROSEISMIC DATA[J]. China Earthquake Engineering Journal,1997,19(1):76-82,90.

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  • 收稿日期:1992-06-29
  • 最后修改日期:1992-07-21
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  • 在线发布日期: 2017-06-24