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GIS-based 3D limit equilibrium analysis for design optimization of a 600 m high slope in an open pit mine 被引量:4

GIS-based 3D limit equilibrium analysis for design optimization of a 600 m high slope in an open pit mine
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摘要 Combining the GIS (geographic information systems) grid-based data with four proposed column-based 3D slope stability analysis models, a comprehensive solution of a high-steep open-pit slope has been obtained. For six searching ranges, 19 critical slip surfaces of different sizes have been studied, in which the minimum 3D safety factor is 1.33. Comparison of 3D safety factors of designed and proposed slope plans shows for all the critical slip surfaces for the proposed plan, the smallest 3D safety factor is 1.33 under the most unfavorable condition. This means that the proposed plan of the high slopes, about 600 m, of an open pit (2-5° steeper than designed plan) is feasible. Combining the GIS (geographic information systems) grid-based data with four proposed column-based 3D slope stability analysis models, a comprehensive solution of a high-steep open-pit slope has been obtained. For six searching ranges, 19 critical slip surfaces of different sizes have been studied, in which the minimum 3D safety factor is 1.33. Comparison of 3D safety factors of designed and proposed slope plans shows for all the critical slip surfaces for the proposed plan, the smallest 3D safety factor is 1.33 under the most unfavorable condition. This means that the proposed plan of the high slopes, about 600 m, of an open pit (2-5° steeper than designed plan) is feasible.
出处 《Journal of University of Science and Technology Beijing》 CSCD 2007年第1期1-5,共5页 北京科技大学学报(英文版)
基金 This work was financially supported by the National Natural Science Foundation of China (No. 2004BA615A-05).
关键词 three-dimensional slope stability limit equilibrium equation geographic information systems (GIS) high slope deep open-pit three-dimensional slope stability limit equilibrium equation geographic information systems (GIS) high slope deep open-pit
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