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基于Vague-RSM-AFSA模型的采场结构参数优化研究
引用本文:赵国彦,李振阳,代俊成.基于Vague-RSM-AFSA模型的采场结构参数优化研究[J].黄金科学技术,2019,27(4):497-504.
作者姓名:赵国彦  李振阳  代俊成
作者单位:中南大学资源与安全工程学院,湖南 长沙,410083;中南大学资源与安全工程学院,湖南 长沙,410083;中南大学资源与安全工程学院,湖南 长沙,410083
基金项目:国家重点研发计划项目“深部金属矿绿色开采技术集成与示范”(2018YFC0604606);中南大学研究生自主探索创新项目“海底金属矿床采动诱发断层活化规律研究及应用”(2018zzts755);应力调控方法研究”(51774321)
摘    要:为确定某银矿的最佳采场结构参数,使该矿开采方案的安全性及经济性最优,构建了Vague-RSM-AFSA模型对采场结构参数进行优化。采用中心复合试验法设计了15个采场结构参数方案,并对各方案进行了数值模拟计算,选取了采场顶板最大沉降位移、间柱最大水平位移、采切比和矿石损失率作为评价指标。基于Vague理论计算了各指标权重及中心复合试验各方案的优越度,采用响应面法(RSM)建立了中心复合试验各方案采场结构参数与优越度的响应面模型,运用人工鱼群算法(AFSA)对优越度响应面模型寻优,得到最佳采场结构参数:采场高度为20 m,采场长度为32.8 m,间柱宽度为16.1 m,方案优越度为0.2631,高于中心复合试验中的最大优越度(0.2271),寻优结果与数值模拟验证结果误差为0.0037,表明Vague-RSM-AFSA模型具有良好的寻优能力及较高的准确性。

关 键 词:采场结构参数  Vague  响应面法  人工鱼群算法  优越度
收稿时间:2018-09-03
修稿时间:2019-04-02

Optimization Research on Stope Structural Parameters Based on Vague-RSM-AFSA Model
Guoyan ZHAO,Zhenyang LI,Juncheng DAI.Optimization Research on Stope Structural Parameters Based on Vague-RSM-AFSA Model[J].Gold Science and Technololgy,2019,27(4):497-504.
Authors:Guoyan ZHAO  Zhenyang LI  Juncheng DAI
Affiliation:School of Resources and Safety Engineering,Central South University,Changsha 410083,Hunan,China
Abstract:The average dip angle and thickness of a silver ore body are 70 degrees and 10 m respectively.The ore body is unstable and the surrounding rock of the hanging wall and footwall wall is relatively stable.In order to determine the optimum stope structure parameters and optimize the safety and economy of the mining scheme,a Vague-RSM-AFSA model was established to optimize the stope structural parameters.Fifteen schemes of stope structural parameters were designed based on the principle of central composite test method,and the numerical model of each scheme was established by Midas coupled FLAC3D. Stope structural parameters are related to the safety and economy of mine production.The maximum settlement displacement of stope roof,maximum horizontal displacement of pillar,mining-cutting ratio and the ore loss rate were selected as evaluation indexes based on the geological conditions,mining methods and other factors.The Vague theory can accurately express the fuzziness and uncertainty of information,the weight of each index was obtained by calculating Vague entropy of each index.Based on Vague set,the positive and negative ideal schemes within the optimum range of stope structural parameters were obtained,and the superiority of each scheme was calculated by Euclidean distance method.Response surface methodology (RSM) can accurately construct the complex non-linear response relationship between independent variables and dependent variables,response surface method (RSM) was used to establish the response surface model of stope structural parameters and superiority of various schemes in central composite test.The square R 2 of the fitting correlation coefficient of the model is 0.9766.The numerical analysis of three groups of structural parameters in the optimum range but not in the central composite test was carried out.The maximum error between the results and the response surface model is 0.0213,which shows that the established response surface model has high accuracy.Artificial fish swarm algorithms (AFSA) has a strong ability to search global extremum,and can effectively solve complex non-linear multi-objective optimization problems,the artificial fish swarm algorithm (AFSA) was used to optimize the superiority response surface model.The optimum stope structure parameters were obtained as follows: 20 m for stope height,32.8 m for stope length,16.1 m for pillar width.And the superiority is 0.2631,which is higher than the maximum superiority of 0.2271 in the central composite test,and the error between the optimization results and the numerical simulation results is 0.0037. It shows that the Vague-RSM-AFSA model has good optimization ability and high accuracy,which provides a new method for the optimization of stope structural parameters.
Keywords:stope structure parameters  Vague  response surface method  artificial fish swarm algorithm  superiority degree  
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