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线面体含矿系数数理关系浅析
引用本文:范坤生. 线面体含矿系数数理关系浅析[J]. 华东地质学院学报, 1988, 0(4)
作者姓名:范坤生
摘    要:以往沿用的线、面、体含矿系数数学表迭式不尽合理,总是产生积的关系不恰当的结论;若将矿体、矿段、块段及其中具有工业价值矿化部分,均视为简单的长方体,并单纯按数学原理进行推导,则线、面、体含矿系数之间,不可能存在积的关系;如按线、面、体含矿系数特定的地质含义及其测定方法进行数理分析,则三者之间既有可能是积的关系,也有可能是算术平均值的关系,或者接近前者或后者。

关 键 词:含矿系数  数学表达式  数理关系

ANALYSIS OF MATHEMATICAL RELATIONS OF LINE, SURFACE AND BODY ORE-BEARING COEFFICIENT
Fan Kunshen. ANALYSIS OF MATHEMATICAL RELATIONS OF LINE, SURFACE AND BODY ORE-BEARING COEFFICIENT[J]. Journal of East China Institute of Technology, 1988, 0(4)
Authors:Fan Kunshen
Affiliation:Fan Kunshen
Abstract:It is unreasonable for the mathematical expression of line, surface and body orebearing coefficient ured to be ured, and can easily be gained the unfitful conclusion of product relations between them.provided ore body, ore block, salt block and some mineralization parts bearing industrial value among them, all are rggarded as cuboid, which are deduced simply by meanr of mathematical principle, the result proves to be opposite; but, carrying out mathematical analysis by means of the appointed geologic meaning of line, surface and boody ore-bearing coefficient and the measurement method, there may be some product relations between them, and also there are some arithmetic mean relations maybe.Other near the former or near the later.
Keywords:ore-bearing coeffieient  mathematical expression  mathemtical relations
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