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Method of estimating the rates of coverage of seismic illumination in 3D in the migration field

机译:迁移领域中3D地震照明的覆盖率估计方法

摘要

The reflection trajectory time from the source S to the specular reflection point s r and back via the reflector is calculated from the diffraction trajectory time from the source s to the image point x and back to the reflector r. The rate of coverage of illumination relative to the pair is incremented as a function of the difference between the diffraction and reflection trajectory times : The rates (x, p) of coverage of seismic illumination are estimated with at least one point image x for at least one vector weighting p. For each pair (source s, receiver r) of the seismic picture, the rates I(x, p, s, r) of coverage of illumination relative to the pair is evaluated by determining the time of reflection trajectory t r(x r (p); s, r) between the source S to the specular reflection point s r on the reflection plane containing the image point x and perpendicular to the weighting vector p, and back via the reflector. The diffraction trajectory time t d(x; s, r) is from the source s to the image point x and back to the reflector r. An additional summation stage for each rate relative to a pair determined the total illumination coverage rate I(x, p) = Ss, r (I(x, p, s, r). During the incrementation, the rate is incremented using an incrementation function i(td, t r; s, r) so that I(x, p) = I(x, p) + i(td, t r; s, r) taking into account the difference between the diffraction and reflection trajectory times. The incrementation function is a function of the seismic wavelet s(t) expressed as i(td, t r; s, r) = s(t d(x, s, r) - t r(x r(p); s, r). Alternatively, the incrementation function is a function of the derivative of the seismic wavelet. The migration puts into play a, a priori correction w(x, s, r) for the illumination coverage rate, where the rate relative to a pair is incremented by i(td, t r; s, r).w(x, s, r). The diffraction trajectory time is developed as a second order Taylor series around the image point x. The specular reflection point is defined along the reflector so that the diffraction trajectory time to the specular reflection point is stationary. Independent claims are include for (i) a method of correcting the amplitudes of seismic data recorded during a 3D seismic survey to compensate for the effect of a non uniform illumination from the underground reflectors. This is done by estimating the illumination coverage time as above and using the inverse of this rate as a weighting factor to apply to each amplitude of the data, and (ii) a method of selecting an acquisition geometry for the target of a seismic survey by estimating the illumination coverage rate as above and selecting the acquisition geometry giving the optimum illumination coverage rate as a function of the target.
机译:根据从光源s到像点x再返回到反射镜r的衍射轨迹时间,计算出从光源S到镜面反射点s r并经反射镜返回的反射轨迹时间。相对于该对的照明覆盖率随衍射和反射轨迹时间之间的差而增加:至少使用一个点图像x估计地震照明的覆盖率(x,p)至少一个向量加权p。对于地震图像的每个对(源s,接收器r),通过确定反射轨迹的时间tr(xr(p),来评估相对于该对的照明覆盖率I(x,p,s,r)。 ; s,r)在光源S到包含像点x且垂直于加权矢量p的反射平面上的镜面反射点sr之间,并通过反射器返回。衍射轨迹时间t d(x; s,r)从源s到像点x,再回到反射器r。每个速率相对于一对的附加求和阶段确定总照明覆盖率I(x,p)= Ss,r(I(x,p,s,r)。在递增过程中,使用递增来递增速率函数i(td,tr; s,r)使I(x,p)= I(x,p)+ i(td,tr; s,r)考虑到衍射和反射轨迹时间之间的差异。增量函数是地震子波s(t)的函数,表示为i(td,tr; s,r)= s(td(x,s,r)-tr(xr(p); s,r)。或者,增量函数是地震子波的导数的函数,该偏移将对照明覆盖率的先验校正w(x,s,r)起作用,其中相对于一对的比率被增加i(td,tr; s,r).w(x,s,r)。衍射轨迹时间是围绕像点x的二阶泰勒级数展开的。镜面反射点是沿着反射镜定义的,因此衍射轨迹时间到镜面反射点的e是固定的。独立权利要求包括(i)一种校正在3D地震勘测期间记录的地震数据振幅以补偿来自地下反射器的不均匀照明的影响的方法。这是通过如上所述估算照明覆盖时间并使用此比率的倒数作为加权因子应用于数据的每个振幅来完成的,以及(ii)通过以下方法为地震勘测目标选择采集几何形状的方法:如上所述估计照明覆盖率,并选择给出最佳照明覆盖率作为目标函数的采集几何形状。

著录项

  • 公开/公告号NO337503B1

    专利类型

  • 公开/公告日2016-04-25

    原文格式PDF

  • 申请/专利权人 CGGVERITAS SERVICES SA;

    申请/专利号NO20060000818

  • 发明设计人 HERRMANN PHILIPPE;BOUSQUIE NICOLAS;

    申请日2006-02-20

  • 分类号G01V1/28;

  • 国家 NO

  • 入库时间 2022-08-21 14:23:53

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