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首页> 外文期刊>International Journal of Mining and Geo-Engineering >Three-Dimensional Geostatistical Analysis of Rock Fracture Roughness and Its Degradation with Shearing
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Three-Dimensional Geostatistical Analysis of Rock Fracture Roughness and Its Degradation with Shearing

机译:岩石破裂粗糙度的三维地统计分析及其剪切破坏

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Three-dimensional surface geometry of rock discontinuities and its evolution with shearing are of great importance in understanding the deformability and hydro-mechanical behavior of rock masses. In the present research, surfaces of three natural rock fractures were digitized and studied before and after the direct shear test. The variography analysis of the surfaces indicated a strong non-linear trend in the data. Therefore, the spatial variability of rock fracture surfaces was decomposed to one deterministic component characterized by a base polynomial function, and one stochastic component described by the variogram of residuals. By using an image-processing technique, 343 damaged zones with different sizes, shapes, initial roughness characteristics, local stress fields, and asperity strength values were spatially located and clustered. In order to characterize the overall spatial structure of the degraded zones, the concept of ‘pseudo-zonal variogram’ was introduced. The results showed that the spatial continuity at the damage locations increased due to asperity degradation. The increase in the variogram range was anisotropic and tended to be higher in the shear direction; thus, the direction of maximum continuity rotated towards the shear direction. Finally, the regression-kriging method was used to reconstruct the morphology of the intact surfaces and degraded areas. The cross-validation error of interpolation for the damaged zones was found smaller than that obtained for the intact surface.
机译:岩石不连续面的三维表面几何形状及其在剪切作用下的演化对于理解岩体的可变形性和流体力学行为具有重要意义。在本研究中,将三个天然岩石裂缝的表面数字化并在直接剪切试验之前和之后进行研究。表面的变异分析表明数据中存在强烈的非线性趋势。因此,将岩石裂隙表面的空间变异性分解为一个以基本多项式函数为特征的确定性分量,并用残差变异函数描述一个随机性分量。通过使用图像处理技术,对343个具有不同大小,形状,初始粗糙度特征,局部应力场和粗糙强度值的损坏区域进行了空间定位和聚类。为了表征退化区域的整体空间结构,引入了“伪地带变异函数”的概念。结果表明,由于粗糙降低,损伤部位的空间连续性增加。变异函数范围的增加是各向异性的,并且在剪切方向上倾向于更高。因此,最大连续性的方向朝着剪切方向旋转。最后,使用回归克里金法来重建完整表面和退化区域的形态。发现损坏区域插值的交叉验证误差小于完整表面的交叉验证误差。

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