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一种适用于厚松散层矿区开采沉陷预测的新型概率积分法分段修正模型。

A novel probability integral method segmental modified model for subsidence prediction applicable to thick loose layer mining areas.

作者信息

Wei Tao, Guo Guangli, Li Huaizhan, Wang Lei, Jiang Qian, Jiang Chunmei

机构信息

Jiangsu Key Laboratory of Resources and Environmental Information Engineering, China University of Mining and Technology, Xuzhou, 221116, Jiangsu, China.

School of Environment and Spatial Informatics, China University of Mining and Technology, Xuzhou, 221116, Jiangsu, China.

出版信息

Environ Sci Pollut Res Int. 2023 Apr;30(18):52049-52061. doi: 10.1007/s11356-023-26021-5. Epub 2023 Feb 24.

Abstract

In response to the problem that the actual extent of coal mining impacts on the surface in thick loose layer mines significantly exceeds the theoretical predictions, based on the literature study, the form of influence of thick loose layer on the predicted parameters of the probability integral method is summarized and analyzed; taking into account the influence of the subsidence coefficient, the sine modification formula of the major influence radius and the logistic modification formula of the subsidence coefficient are established, respectively, and based on the characteristics of the major influence radius, a new subsidence basin demarcation point is proposed and a novel probability integral method segmental parameter modified prediction model is constructed. The simulated experiment and real data experiment results prove that the constructed probability integral method segmented parameter modified model can both reduce the convergence of surface subsidence basin edge better and take into account the predicted accuracy inside the subsidence basin. The research achievements provide scientific data support for disaster warning, pollution management, ecological restoration, and coordination between coal mining and surface city construction in thick loose layer mining areas.

摘要

针对厚松散层矿井煤炭开采对地表的实际影响范围显著超过理论预测这一问题,在文献研究的基础上,总结分析了厚松散层对概率积分法预计参数的影响形式;考虑下沉系数的影响,分别建立了主要影响半径的正弦修正公式和下沉系数的逻辑斯蒂修正公式,并基于主要影响半径的特征,提出了新的地表下沉盆地分界点,构建了一种新的概率积分法分段参数修正预计模型。模拟实验和实测数据实验结果表明,所构建的概率积分法分段参数修正模型既能更好地降低地表下沉盆地边缘的收敛性,又能兼顾下沉盆地内部的预计精度。研究成果为厚松散层矿区的灾害预警、污染治理、生态修复以及煤炭开采与地表城市建设协调发展提供了科学数据支撑。

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