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GPGPU-based parallel computing three-dimensional forward modeling of magnetotelluric

机译:基于GPGPU的大地电磁并行计算三维正向建模

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In the recent period, the actual electrical prospecting process, three-dimensional forward problem has been the key to the earth exploration research. Generally speaking, people use the finite element method and finite difference method for solving three-dimensional power forward to the results of the electric field, and they would get a large sparse linear equation. In the process of solving equations, the time complexity of serial computing is relatively high, and the computational efficiency is very low, unable to meet the application requirements. With the parallel computer architecture matures, the vector equation for parallel computing operations is suited in the process of the pre-condition factor and the reconciliation. In this paper, we use GPGPU parallel computing model, significantly improving the efficiency of the three-dimensional magnetotelluric forward.
机译:近年来,在实际的电勘探过程中,三维正向问题一直是地球勘探研究的关键。一般来说,人们使用有限元法和有限差分法来求解三维电场的正向电场结果,他们会得到一个大型的稀疏线性方程。在求解方程的过程中,串行计算的时间复杂度较高,计算效率很低,无法满足应用需求。随着并行计算机体系结构的成熟,用于并行计算操作的矢量方程式适用于前置因子和对帐的过程。在本文中,我们使用GPGPU并行计算模型,大大提高了三维大地电磁的前进效率。

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