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A fuzzy model to predict the uniaxial compressive strength and the modulus of elasticity of a problematic rock

机译:预测有问题岩石单轴抗压强度和弹性模量的模糊模型

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Although the uniaxial compressive strength and modulus of elasticity of intact rocks are highly important parameters for rock engineering and engineering geology projects, the necessary core samples cannot always be obtained from weak, highly fractured, thinly bedded, or block-in-matrix rocks. For this reason, the predictive models are often employed for the indirect estimation of mechanical parameters. However, to obtain the realistic values is very important for a predictive model. In this study, some predictive models using regression analysis and fuzzy inference system have been developed for the greywackes cropping out in the city of Ankara and its close vicinity. For this purpose, a series of rock mechanics tests were applied and the relevant intact rock parameters were obtained. Following the tests, descriptive statistical studies on the parameters, regression analyses and construction of fuzzy inference system studies were carried out. While meaningful relationships were not obtained from the simple regression analyses, both multiple regression analyses and the fuzzy inference system exhibited good predictive performance. In addition to the coefficient of correlation, the values account for (VAF) and the root mean square error indices were also calculated to check the prediction performance of the obtained models. The VAF and root mean square error indices were calculated as 41.49% and 15.62 for the uniaxial compressive strengths obtained from the multiple regression model; 64.02% and 8.85 for the modulus of elasticity values obtained from the multiple regression model; 81.24% and 13.06 for uniaxial compressive strengths obtained from the fuzzy inference system; and 78.64% and 6.87 for the modulus of elasticity values obtained from the fuzzy inference system. As a result, these indices revealed that the prediction performances of the fuzzy model are higher than those of multiple regression equations.
机译:尽管完整岩石的单轴抗压强度和弹性模量是岩石工程和工程地质项目的重要参数,但不一定总能从弱,高裂缝,薄层状或块状岩中获得必要的岩心样品。因此,预测模型通常用于间接估计机械参数。但是,获得实际值对于预测模型非常重要。在这项研究中,已经开发了一些使用回归分析和模糊推理系统的预测模型,用于在安卡拉及其附近地区种植的灰rey。为此,进行了一系列岩石力学测试,并获得了相关的完整岩石参数。在测试之后,进行了参数的描述性统计研究,回归分析和模糊推理系统研究的构建。尽管无法通过简单的回归分析获得有意义的关系,但多元回归分析和模糊推理系统均显示出良好的预测性能。除了相关系数外,还计算了值(VAF)和均方根误差指数,以检查所获得模型的预测性能。从多元回归模型获得的单轴抗压强度的VAF和均方根误差指数分别为41.49%和15.62;从多元回归模型获得的弹性模量值分别为64.02%和8.85;从模糊推理系统获得的单轴抗压强度分别为81.24%和13.06;从模糊推理系统获得的弹性模量值分别为78.64%和6.87。结果,这些指标表明模糊模型的预测性能高于多元回归方程的预测性能。

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