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首页> 外文期刊>Bulletin of engineering geology and the environment >An approach on modelling of in-situ deformations for unstable coal mine slopes
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An approach on modelling of in-situ deformations for unstable coal mine slopes

机译:不稳定煤矿边坡原位变形建模的一种方法

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Twelve unstable slopes have been observed in four different coal mines of the General Directorate of Turkey Coal Enterprises (TK) for the last 12years. A total of 131 theodolite, inclinometer and extensometer stations have been established for monitoring unstable slopes. According to the measurement results, the magnitude of the deformation values in all of the stations ranges from 0 to 10,978mm. The database shows that time dependent deformation is formed in three consecutive stages. The form of the first stage is logarithmic, the second stage is linear and the third stage is exponential. To ensure control of the unstable slope, precautions must be taken during the second stage, or the beginning of the third stage at the latest according to observations, measurements and previous experience. To express time dependent deformation behaviour for unstable slopes, a graphical presentation of the mathematical model was developed. By means of statistical analysis of the database, a mathematical model was prepared. The model is characterized by three stages of deformation behaviour. In addition, the model can be presented in sub-deformation curves for each stage. The sum of the sub-deformation curves are equal to the predicted deformation curve. However, in this study, it is named as the predicted total deformation. Velocity and acceleration behaviours were determined by taking first and second derivatives of the time dependent predicted total deformation curve. Therefore, all stages of the deformation can be determined. In addition, a classification based on deformation behaviour for unstable slopes was suggested.
机译:在过去的12年中,在土耳其煤炭企业总局(TK)的四个不同的煤矿中观察到了十二个不稳定的斜坡。总共建立了131个经纬仪,测斜仪和引伸计站,以监测不稳定的斜坡。根据测量结果,所有站的变形值的大小范围从0到10,978mm。该数据库显示,时间依赖性变形是在三个连续阶段中形成的。第一阶段的形式是对数形式,第二阶段是线性形式,第三阶段是指数形式。为了确保控制不稳定的斜坡,必须根据观察,测量和以前的经验,在第二阶段或最迟在第三阶段开始时采取预防措施。为了表达不稳定斜坡的随时间变化的变形行为,开发了数学模型的图形表示。通过对数据库的统计分析,准备了数学模型。该模型的特征在于变形行为的三个阶段。此外,该模型可以在每个阶段的子变形曲线中显示。子变形曲线的总和等于预测的变形曲线。但是,在本研究中,它被称为预测总变形。通过采用时间相关的预测总变形曲线的一阶和二阶导数来确定速度和加速度行为。因此,可以确定变形的所有阶段。另外,提出了基于变形行为的不稳定边坡分类方法。

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