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Statistical Travel-time Tomography in Terms of Stacking Velocity

机译:统计速度层析成像的堆叠速度

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摘要

— Velocity evaluation is a key step in seismic analysis. The covariance of the true velocity field must be known when interpolating or simulating velocities from well measurements using geostatistical methods. In addition, inversion procedures often require information pertaining to this covariance. Traditionally it has been taken to be the covariance of stacking velocities. We present a simple example to show that this approximation can lead to significant errors. Better methods, such as those of Touati (1996) and Iooss (1998), use the variance of prestack picked travel times as a function of offset to infer that of the velocities. In this paper we extend their results on the estimation of the covariance of the reflected traveltimes, and obtain an explicit expression for the covariance of the square of the stacking slowness as a function of the covariance of the velocities. Although we are not able to invert the formula analytically to yield an explicit estimator for these parameters, the results obtained using it furnish a good and quick estimation of the velocity's covariance. This is illustrated with synthetic examples.
机译:—速度评估是地震分析中的关键步骤。使用地统计方法对井测中的速度进行插值或模拟时,必须知道真实速度场的协方差。另外,反演程序通常需要与该协方差有关的信息。传统上,它被认为是堆积速度的协方差。我们给出一个简单的例子来说明这种近似会导致明显的误差。更好的方法,例如Touati(1996)和Iooss(1998)的方法,使用叠前拾取的行进时间的方差作为偏移的函数来推断速度。在本文中,我们将其结果扩展到反射旅行时间的协方差的估计上,并获得了叠加慢度平方的协方差作为速度协方差函数的显式表达式。尽管我们无法通过解析的方式对公式进行反演以得出这些参数的明确估计量,但使用该公式获得的结果可以很好且快速地估计速度的协方差。合成示例对此进行了说明。

著录项

  • 来源
    《Pure and Applied Geophysics》 |2002年第8期|1617-1635|共19页
  • 作者

    D. Geraets; A. Galli;

  • 作者单位

    Centre de Géostatistique Ecole des Mines de Paris Fontainebleau France. E-mail: geraets@cg.ensmp.fr;

    galli@cg.ensmp.fr;

    Centre de Géostatistique Ecole des Mines de Paris Fontainebleau France. E-mail: geraets@cg.ensmp.fr;

    galli@cg.ensmp.fr;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Key words: Velocity; correlation; geostatistics.;

    机译:关键词:速度;相关性地统计学。;

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