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Finite element simulations of logging-while-drilling and extra-deep azimuthal resistivity measurements using non-fitting grids

机译:使用非拟合网格进行随钻测井和超深方位电阻率测量的有限元模拟

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We propose a discretization technique using non-fitting grids to simulate magnetic field-based resistivity logging measurements. Non-fitting grids are convenient because they are simpler to generate and handle than fitting grids when the geometry is complex. On the other side, fitting grids have been historically preferred because they offer additional accuracy for a fixed problem size in the general case. In this work, we analyse the use of non-fitting grids to simulate the response of logging instruments that are based on magnetic field resistivity measurements using 2.5D Maxwell's equations. We provide various examples demonstrating that, for these applications, if the finite element matrix coefficients are properly integrated, the accuracy loss due to the use of non-fitting grids is negligible compared to the case where fitting grids are employed.
机译:我们提出了一种使用非拟合网格的离散化技术来模拟基于磁场的电阻率测井测量结果。非拟合网格很方便,因为当几何形状复杂时,非拟合网格比拟合网格更易于生成和处理。另一方面,在过去,拟合网格一直是首选,因为在一般情况下,它们为固定的问题大小提供了更高的准确性。在这项工作中,我们分析了使用非拟合网格来模拟测井仪器的响应,该测井仪器基于使用2.5D Maxwell方程的磁场电阻率测量结果。我们提供了各种示例,这些示例表明,对于这些应用,如果有限元矩阵系数得到了适当的积分,则与使用适合网格的情况相比,由于使用不适合网格而导致的精度损失可以忽略不计。

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