2022
DOI: 10.1155/2022/3567808
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An Improved Knothe Time Function Model in the Prediction of Ground Mining Subsidence by Using the Kalman Filter Method

Abstract: The Knothe time function is a classical method in predicting the ground mining subsidence. Nevertheless, it does not take the observation data into account in the prediction process. The Kalman filter method can solve this issue at large extent. Taking a coal mining work face of Xishan Coalfield as an example, this research compares the performance of the traditional Knothe time function and that of the improved Knothe time function by using the Kalman filter method. The comparison results show that through an… Show more

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Cited by 5 publications
(9 citation statements)
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“…This segmentation allows for tailored expressions for each stage, enabling better alignment with the nuanced patterns observed in subsidence data and thereby improving predictive accuracy. Furthermore, the introduction of additional parameters enables comparability with the segmentation function refined by Bing Zhang et al [14]. This multi-parameter approach facilitates parameter adjustments to accommodate varying geological conditions, enhancing the model's versatility and applicability across different scenarios.…”
Section: Analysis Of Resultsmentioning
confidence: 99%
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“…This segmentation allows for tailored expressions for each stage, enabling better alignment with the nuanced patterns observed in subsidence data and thereby improving predictive accuracy. Furthermore, the introduction of additional parameters enables comparability with the segmentation function refined by Bing Zhang et al [14]. This multi-parameter approach facilitates parameter adjustments to accommodate varying geological conditions, enhancing the model's versatility and applicability across different scenarios.…”
Section: Analysis Of Resultsmentioning
confidence: 99%
“…Based on the time function proposed by Polish scholar Knothe in 1952 [12], Chang et al [13] proposed the segmented Knothe time function model for dealing with the deficiencies of the Knothe time function. Zhang et al [14] extended the application range of the segmented Knothe time function model and optimized its model parameterization method [15]. Miao et al [16] used the probability integration model-related theory to construct a model for solving the time function parameters c and τ, and further optimized the segmented Knothe time function model.…”
Section: Introductionmentioning
confidence: 99%
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“…Cheng et al [22] proposed a stepwise prediction model based on the influence function method, which involved a dynamic iterative calculation process to derive the movement and deformation of each formation and modified the influence function method. Zhang and Cui [23] discussed the shortcomings of this time function and proposed corresponding improvement methods to address the existing problems, and then constructed a new segmented Knothe time function model with a wider range of application and higher prediction accuracy. Alternatively, subsidence prediction via numerical simulations using the finite element method, boundary element method, finite different method and distinct element method have been conducted [24][25][26][27][28][29][30].…”
Section: Introductionmentioning
confidence: 99%
“…a certain moment. Zhang and Cui21 constructed a new segmented Knothe time function model with a wider application range and higher prediction accuracy, which expanded the applicability of its dynamic prediction and improved its accuracy in predicting the dynamic subsidence of the earth. Yu and Liu22 established a Gompertz model for embankment settlement prediction and proved the feasibility of the model with examples.…”
mentioning
confidence: 99%