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Three-Dimensional Inversion of Magnetotelluric Data on a PC; Methodology and Applications to the Coso Geothermal Field

机译:PC上的MagnetOcturic数据的三维反转;对COSO地热场的方法和应用

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We describe here efforts in technology development toinvert magnetotelluric (MT) data collected in geothermal settings for three-dimensional resistivity models using desktop PC's or small clusters. A finite difference scheme is utilized for the forward problem, with various options to compute the parameter Jacobians, and parameter step estimates are defined using an explicit Gauss-Newton step. The paper examines mesh and inversion parameter design suitable for MT data collected on the east flank of the Coso geothermal field by using synthetic models based on existing ensembles of two-dimensional inversions. The algorithm design can include static shifts at each MT site as additional parameters solved in the inversion. Initial inversion results for the Coso data set qualitatively resemble previous models from 2-D inversion stitches and from massively parallel 3-D inversion, although improvements are still sought in fit and convergence. At present, run times on modern serial desktops are 2-3 days, with the great majority of time being spent on the parameter Jacobians using reciprocity. An important developmental goal is to speed Jacobian calculation through alternate means such as a good approximation using integral equations.
机译:我们在这里描述了技术开发的努力,用于使用台式电脑或小型集群进行三维电阻率模型收集在地热设置中收集的MagnetOcturic(MT)数据。用于前进问题的有限差分方案,具有计算参数雅可比人的各种选项,并且使用显式高斯-Nefton步骤来定义参数步长估计。本文通过使用基于二维反转的现有集合的合成模型来检查适用于COSO地热场的东侧侧翼上的MT数据的网格和反转参数设计。该算法设计可以包括每个MT站点的静态移位,因为在反转中解决了附加参数。 COSO数据集的初始反演结果定性类似地类似于2-D反转缝线的先前模型,并且从大规模平行的3-D反转,尽管仍处于适合和收敛性的改进。目前,现代串行桌面上的运行时间是2-3天,其中大多数时间都在使用互惠的参数雅各比人。一个重要的发展目标是通过替代装置速度速度计算,例如使用整体方程的良好近似。

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