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Bayesian inversion of CSEM and magnetotelluric data

机译:CSEM和大地电磁数据的贝叶斯反演

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摘要

We have developed a Bayesian methodology for inversion of controlled source electromagnetic (CSEM) data and mag-netotelluric (MT) data. The inversion method provided opti-mal solutions and also the associated uncertainty for any sets of electric and magnetic components and frequencies from CSEM and MT data. The method is based on a 1D forward modeling method for the electromagnetic (EM) response for a plane-layered anisotropic earth model. The inversion method was also designed to invert common midpoint (CMP)-sorted data along a 2D earth profile assuming locally horizontal models in each CMP position. The inversion procedure simu-lates from the posterior distribution using a Markov chain Monte Carlo (McMC) approach based on the Metropolis-Hastings algorithm. The method that we use integrates avail-able geologic prior knowledge with the information in the electromagnetic data such that the prior model stabilizes and constrains the inversion according to the described knowledge. The synthetic examples demonstrated that inclu-sion of more data generally improves the inversion results. Compared to inversion of the inline electric component only, inclusion of broadside and magnetic components and an extended set of frequency components moderately decreased the uncertainty of the inversion. The results were strongly dependent on the prior knowledge imposed by the prior distribution. The prior knowledge about the background resistivity model surrounding the target was highly important for a successful and reliable inversion result.
机译:我们已经开发出一种贝叶斯方法来对受控源电磁(CSEM)数据和大地电磁(MT)数据进行反演。反演方法为CSEM和MT数据中的任何一组电磁分量和频率提供了最佳解决方案以及相关的不确定性。该方法基于一维正向建模方法,用于一维平面分层各向异性地球模型的电磁(EM)响应。该反演方法还被设计为假设每个CMP位置的局部水平模型,都可以沿2D地球剖面反演经过公共中点(CMP)排序的数据。逆过程使用基于Metropolis-Hastings算法的马尔可夫链蒙特卡罗(McMC)方法从后验分布进行模拟。我们使用的方法将可用的地质先验知识与电磁数据中的信息集成在一起,从而使先验模型能够根据描述的知识稳定并约束反演。综合实例表明,包含更多数据通常可以改善反演结果。与仅串联电气组件的逆变相比,宽边和磁组件以及扩展的频率分量集可适度降低逆变的不确定性。结果在很大程度上取决于先验分布所施加的先验知识。关于目标周围背景电阻率模型的先验知识对于成功和可靠的反演结果非常重要。

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