基于模糊积分综合评判的采矿方法优选
|
摘要
合理的采矿方法在一个矿山企业中尤为重要,针对隆子县扎西康铅锌多金属矿的实际生产情况,利用传统的方法选择了5种采矿方案。为减小人为因素对采矿方法选择的影响,根据模糊积分的理论构造了综合评价模型。从影响采矿方法选择的众多因素中选出9项对本矿山采矿方法选择影响较大的因素作为评价指标,对这些指标进行群体评价及个体评价,并结合矿山生产现状,得到最优的可行性采矿方案。研究结果表明,基于模糊积分的综合评判模型选出的采矿方法是科学合理的,这为矿山合理的选择采矿方法提供了一条新思路。
Reasonable mining methods are particularly important in a mining enterprise. According to the actual production situation of Zhaxikang Zn-polymetallic ore in Longzi County, five kinds of mining schemes are selected by the traditional method. In order to reduce the influence of human factors on the selection of mining methods, a comprehensive evaluation model is constructed according to the theory of fuzzy integral. From many factors affecting the selection of mining methods, nine factors that have a great influence on the selection of the mining method of the mine are selected as evaluation indicators. Group evaluation and individual evaluation are performed on these indicators. Combined with the status quo of mine production, the most feasible mining scheme is obtained.The results show that the mining method selected by the comprehensive evaluation model based on fuzzy integral is scientific and reasonable, which provides a new idea for mining reasonable choice of mining methods.
Reasonable mining methods are particularly important in a mining enterprise. According to the actual production situation of Zhaxikang Zn-polymetallic ore in Longzi County, five kinds of mining schemes are selected by the traditional method. In order to reduce the influence of human factors on the selection of mining methods, a comprehensive evaluation model is constructed according to the theory of fuzzy integral. From many factors affecting the selection of mining methods, nine factors that have a great influence on the selection of the mining method of the mine are selected as evaluation indicators. Group evaluation and individual evaluation are performed on these indicators. Combined with the status quo of mine production, the most feasible mining scheme is obtained.The results show that the mining method selected by the comprehensive evaluation model based on fuzzy integral is scientific and reasonable, which provides a new idea for mining reasonable choice of mining methods.
引文
[1]苗胜军,王子木,刘亚运,等.基于层次分析法的采矿方法模糊评价模型及应用[J].矿业研究与开发,2017,37(6):66-69.
[2]欧志成.多层急倾斜薄至中厚矿体采矿方法优化研究[J].矿业研究与开发,2017,37(7):5-8.
[3]段军,梁智广,岳洪辉.基于模糊层次分析法的采矿方法优选[J].化工矿物与加工,2017(12):53-56.
[4]张群,刘艳章,柯丽华,等.程潮铁矿崩落法转充填法试验段采矿方法优选[J].矿业研究与开发,2015(10):1-5.
[5]张钦礼,王新民.金属矿床地下开采[M].长沙:中南大学出版社,2016.
[6]聂兴信,李宗利,温申文,等.基于多目标模糊决策的二里河铅锌矿采矿方法优选[J].金属矿山,2010(2):22-25.
[7]陈东,周传波,李超人,等.基于灰关联与层次分析的地下开采采矿方法优选[J].黄金,2015,36(8):28-31.
[8]朱必勇,龚正国.基于三角模糊数的层次分析法的采矿方法选择[J].现代矿业,2009(10):34-37.
[9]饶运章,何少博,陈辉,等.基于未确知测度理论的采矿方法优选[J].中国矿业,2012,21(s1):337-342.
[10]杨世兴,付玉华,侯永强.基于层次分析对某铁矿的采矿方法选择[J].有色金属科学与工程,2017,8(4):86-90.
[11]魏晓明,李长洪,张立新.急倾斜厚大矿体采矿方法的选择[J].金属矿山,2014,43(4):31-34.
[12]刘洪兴,王进,何文.某铜矿不同厚度矿体采矿方法与工艺优化研究[J].有色金属科学与工程,2013,4(6):78-81.
[13]汪培庄,韩立岩.应用模糊数学[M].北京:北京经济学院出版社,1989:313-325.
[2]欧志成.多层急倾斜薄至中厚矿体采矿方法优化研究[J].矿业研究与开发,2017,37(7):5-8.
[3]段军,梁智广,岳洪辉.基于模糊层次分析法的采矿方法优选[J].化工矿物与加工,2017(12):53-56.
[4]张群,刘艳章,柯丽华,等.程潮铁矿崩落法转充填法试验段采矿方法优选[J].矿业研究与开发,2015(10):1-5.
[5]张钦礼,王新民.金属矿床地下开采[M].长沙:中南大学出版社,2016.
[6]聂兴信,李宗利,温申文,等.基于多目标模糊决策的二里河铅锌矿采矿方法优选[J].金属矿山,2010(2):22-25.
[7]陈东,周传波,李超人,等.基于灰关联与层次分析的地下开采采矿方法优选[J].黄金,2015,36(8):28-31.
[8]朱必勇,龚正国.基于三角模糊数的层次分析法的采矿方法选择[J].现代矿业,2009(10):34-37.
[9]饶运章,何少博,陈辉,等.基于未确知测度理论的采矿方法优选[J].中国矿业,2012,21(s1):337-342.
[10]杨世兴,付玉华,侯永强.基于层次分析对某铁矿的采矿方法选择[J].有色金属科学与工程,2017,8(4):86-90.
[11]魏晓明,李长洪,张立新.急倾斜厚大矿体采矿方法的选择[J].金属矿山,2014,43(4):31-34.
[12]刘洪兴,王进,何文.某铜矿不同厚度矿体采矿方法与工艺优化研究[J].有色金属科学与工程,2013,4(6):78-81.
[13]汪培庄,韩立岩.应用模糊数学[M].北京:北京经济学院出版社,1989:313-325.