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Inversion of Schlumberger resistivity sounding data from the critically dynamic Koyna region using the Hybrid Monte Carlo-based neural network approach

机译:基于混合蒙特卡罗神经网络方法的临界动态科伊纳地区斯伦贝谢电阻率测深数据反演

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Koyna region is well-known for its triggered seismic activities since the hazardous earthquake of iM/i=6.3 occurred around the Koyna reservoir on 10 December 1967. Understanding the shallow distribution of resistivity pattern in such a seismically critical area is vital for mapping faults, fractures and lineaments. However, deducing true resistivity distribution from the apparent resistivity data lacks precise information due to intrinsic non-linearity in the data structures. Here we present a new technique based on the Bayesian neural network (BNN) theory using the concept of Hybrid Monte Carlo (HMC)/Markov Chain Monte Carlo (MCMC) simulation scheme. The new method is applied to invert one and two-dimensional Direct Current (DC) vertical electrical sounding (VES) data acquired around the Koyna region in India. Prior to apply the method on actual resistivity data, the new method was tested for simulating synthetic signal. In this approach the objective/cost function is optimized following the Hybrid Monte Carlo (HMC)/Markov Chain Monte Carlo (MCMC) sampling based algorithm and each trajectory was updated by approximating the Hamiltonian differential equations through a leapfrog discretization scheme. The stability of the new inversion technique was tested in presence of correlated red noise and uncertainty of the result was estimated using the BNN code. The estimated true resistivity distribution was compared with the results of singular value decomposition (SVD)-based conventional resistivity inversion results. Comparative results based on the HMC-based Bayesian Neural Network are in good agreement with the existing model results, however in some cases, it also provides more detail and precise results, which appears to be justified with local geological and structural details. The new BNN approach based on HMC is faster and proved to be a promising inversion scheme to interpret complex and non-linear resistivity problems. The HMC-based BNN results are quite useful for the interpretation of fractures and lineaments in seismically active region.
机译:自从1967年12月10日在科伊纳水库附近发生 M = 6.3危险地震以来,科伊纳地区就以其触发的地震活动而闻名。对于绘制断层,裂缝和裂缝至关重要。但是,由于数据结构中固有的非线性,因此从表观电阻率数据中得出真实的电阻率分布缺乏精确的信息。在这里,我们提出了一种基于贝叶斯神经网络(BNN)理论的新技术,采用了混合蒙特卡洛(HMC)/马尔可夫链蒙特卡洛(MCMC)模拟方案的概念。该新方法用于反转在印度科伊纳地区周围采集的一维和二维直流(DC)垂直电测深(VES)数据。在将该方法应用于实际电阻率数据之前,已经对该新方法进行了模拟合成信号测试。在这种方法中,目标/成本函数遵循基于混合蒙特卡洛(HMC)/马尔可夫链蒙特卡洛(MCMC)采样的算法进行优化,并通过跨步离散化方案通过近似汉密尔顿微分方程来更新每个轨迹。在存在相关的红色噪声的情况下测试了新反演技术的稳定性,并使用BNN代码估算了结果的不确定性。将估计的真实电阻率分布与基于奇异值分解(SVD)的常规电阻率反演结果进行比较。基于基于HMC的贝叶斯神经网络的比较结果与现有模型结果非常吻合,但是在某些情况下,它还提供了更多细节和精确结果,这似乎可以与当地的地质和结构细节相吻合。基于HMC的新的BNN方法速度更快,并被证明是用于解释复杂和非线性电阻率问题的有前途的反演方案。基于HMC的BNN结果对于解释地震活动区域中的裂缝和岩纹非常有用。

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