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Near surface velocity imaging with the resistivity inverted from shallow transient electromagnetic sounding

机译:近表面速度成像,电阻率从浅瞬态电磁探测倒置

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Contrasting the resistivity profile inverted from the shallow transient electromagnetic sounding(STEM) with the stratum velocity observed by mini-logging at the same line showed that the coherence of the shallow structure of stratum velocity and the layered resistivity is perfect, and the relationship between stratum velocity and resistivity is non-linear. Based on Faust formula, the method in which the stratum velocity is approached as a polynomial function of resistivity and depth in logarithm domain was put forward. By the use of the stratum velocity from mini-logging and the resistivity from STEM the coefficients were calculated with conjugate gradient method, so the experiential formula of stratum velocity as a function of resistivity and depth was derived, with this formula the velocity was imaged upon the resistivity profile. The result is important and valuable to the identification of the low velocity boundary, and also helpful to the establishment of velocity model for seismic static correction.
机译:将从浅瞬态电磁探测(茎)反转的电阻率曲线与通过在同一条线上观察到的近瞬态电磁探测(茎)的电阻率曲线表明,层速度和层状电阻率的浅结构的相干性是完美的,并且层之间的关系速度和电阻率是非线性的。提出了基于浮点式的浮点式,提出了阶层速度作为对数域电阻率和深度的多项式函数的方法。通过使用迷你测井的层速度和从杆的电阻率通过缀合物梯度法计算系数,因此得出作为电阻率和深度的函数的层速度的体验公式,用该公式成像速度电阻率曲线。结果对于鉴定低速边界,并且还有助于建立地震静态校正的速度模型。

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