放矿中黄土覆盖层运动规律的数值模拟
RESEARCH ON THE LOESS INTERFUSION PRINCIPLE DURING THE ORE-DRAWING BY NUMERICAL SIMULATION
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摘要: 本文针对大冶铁矿铁门坎东采区的回采现状,运用放矿椭球体理论和计算机数值模拟技术,对矿体顶部覆盖黄土情况下黄土混入矿石的运动规律进行模拟,并与物理模型试验结果对比,为合理的回采爆破参数的设计和放矿制度的建立提供了科学依据。Abstract: By means of ore-drawing ellipsoidal theory and numerical simulation on the sublevel caving mining in the east section of Daye Iron Mine, the principles of loess interfusion into the ore are discovered and the whole movement process of the loess is shown. The simulation result is compared with the model experiment and provides a scientific basis for setting up the reasonable ore-drawing system.
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