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A comparative evaluation of Gaussian Markov random model based simulation and sequential Gaussian simulation for orebody modelling

机译:基于高斯马尔可夫随机模型的矿体建模与顺序高斯模拟的比较评价。

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This paper presents two conditional simulation algorithms: sequential Gaussian simulation (SGSIM) and Gaussian Markov random (GMR) model based simulation. A comparative evaluation of these two algorithms was performed. The study results revealed that although the Gaussian Markov random model based algorithm was computationally faster; however, the sequential Gaussian algorithm performed fairly well particularly in variogram reproduction. The poor performance of the Gaussian Markov random model might be due to the apparent lack of fit for the Gaussian Markov random model to the full Gaussian model. Finally, the SGSIM algorithm has been investigated in the Nome placer gold deposit as it provided better performance in comparison with the other algorithm. The simulated realizations generated in the Nome deposit although reproduce the shapes of the histogram and variogram appropriately; however, the variance and sill values increased highly. This is due to the influences of some extreme values of the conditioning data.
机译:本文提出了两种条件模拟算法:基于顺序高斯模拟(SGSIM)和基于高斯马尔可夫随机(GMR)模型的模拟。对这两种算法进行了比较评估。研究结果表明,尽管基于高斯马尔可夫随机模型的算法在计算上更快;但是,顺序高斯算法的性能相当好,特别是在变异函数再现中。高斯马尔可夫随机模型的较差性能可能是由于高斯马尔可夫随机模型与完整高斯模型之间明显缺乏拟合。最后,在Nome砂矿金矿床中研究了SGSIM算法,因为它与其他算法相比具有更好的性能。在Nome矿床中生成的模拟实现虽然适当地再现了直方图和方差图的形状;但是,方差和底线值大大增加。这是由于条件数据的某些极端值的影响。

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