描述破碎岩石重力流的伯格马克-鲁斯方程的修正形式

M. Kuchta
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引用次数: 29

摘要

采用分段崩落法或块体崩落法等崩落法进行地下矿山的合理设计,需要充分了解破碎岩石在重力作用下的流动规律。迄今为止,最能描述抽拔拔体形状的数学方程是Bergmark-Roos方程。回顾了Bergmark-Roos方程的推导过程,提出了考虑非零开口宽度的修正方程。针对Bergmark-Roos方程的原始形式和修改形式,开发了给定提取高度下引出体的面积、体积和最大宽度的方程。所导出的方程可用于评价现有的矿山布局,也可用于设计新的矿山几何形状。
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A REVISED FORM OF THE BERGMARK-ROOS EQUATION FOR DESCRIBING THE GRAVITY FLOW OF BROKEN ROCK
The proper design of underground mines using caving methods such as block caving or sublevel caving requires a good understanding of how broken rock flows under the influence of gravity. To date, the mathematical equation that best describes the shape of the extraction drawbody is given by the Bergmark-Roos Equation. The derivation of the Bergmark-Roos Equation is reviewed and a revised version of the equation is developed which accounts for a non-zero opening width. Equations for the area, volume, and maximum width of the drawbody for a given extraction height are developed for both the original and modified forms of the Bergmark-Roos Equation. The equations derived can be used to evaluate existing mine layouts as well as in the design of new mining geometries.
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