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Development of Empirical Correlation of Peak Friction Angle with Surface Roughness of Discontinuities using Tilt Test

机译:利用倾斜试验的峰值摩擦角度与不连续性表面粗糙度的经验相关性的发展

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The significant influence of surface roughness of discontinuity surfaces is a quantity that is fundamental to the understanding of shear strength of geological discontinuities. This is due to reason that the shear strength of geological discontinuities greatly influenced the mechanical behavior of a rock mass especially in stability evaluation of tunnel, foundation, and natural slopes. In evaluating the stability of these structures, the study of peak friction angle (фpeak) of rough discontinuity surfaces has become more prominent seeing that the shear strength is a pivotal factor causing failures. The measurement of peak friction angle however, requires an extensive series of laboratory tests which are both time and cost demanding. With that in mind, this publication presents an approach in the form of an experimentally determined polynomial equation to estimate peak friction angle of limestone discontinuity surfaces by measuring the Joint Roughness Coefficient (JRC) values from tilt tests, and applying the fore mentioned empirical correlation. A total of 1967 tilt tests and JRC measurements were conducted in the laboratory to determine the peak friction angles of rough limestone discontinuity surfaces. A polynomial equation of фpeak= -0.0635JRC~2 + 3.95JRC + 25.2 that exhibited 0.99 coefficient of determination (R~2) were obtained from the correlation of JRC and peak friction angles. The proposed correlation offers a practical method for estimation of peak friction angles of rough discontinuity surfaces of limestone from measurement of JRC in the field.
机译:不连续表面的表面粗糙度的显着影响是对地质不连续性剪切强度的理解是基础的。这是由于地质不连续性的剪切强度极大地影响了岩石,稳定性评估的岩石,基础和自然斜坡的力量。在评估这些结构的稳定性时,粗糙不连续表面的峰值摩擦角(фpeak)的研究变得更加突出,看得剪切强度是导致故障的枢转因子。然而,峰值摩擦角度的测量需要广泛的一系列实验室测试,这两次都有时间和成本要求。考虑到这一点,该出版物以实验确定的多项式方程的形式提出了一种方法,以通过测量来自倾斜试验的关节粗糙度系数(JRC)值来估计石灰石不连续性表面的峰摩擦角,并应用前面提到的经验相关性。在实验室中进行了总共1967年倾斜试验和JRC测量以确定粗糙石灰石不连续表面的峰值摩擦角。从JRC和峰值摩擦角的相关性获得了表现出0.99测定系数(R〜2)的Фpeak= -0.0635Jrc〜2 + 3.95Jrc + 25.2的多项式方程。所提出的相关性提供了一种实用的方法,用于估计石灰石粗糙度不连续表面的峰值摩擦角度。

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