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线性规划单纯形法在矿山配矿中的应用

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线性规划单纯形法是解决线性规划问题的一种算法,作为运筹学的分支,适用于具有大量决策变量和约束条件的复杂规划问题,是辅助人们进行科学管理的一种有效的数学方法.通过应用线性规划单纯形法,再结合MATLAB软件进行数学分析求出目标函数,解决某铁锌矿各矿区每年配矿问题,满足选矿厂要求的入选品位和矿石的一定磨度系数的条件下,使矿山的收益最大的目的.
Application of Linear Programming Simplex Method in Mining Ore Allocation
The simplex method of linear programming is an algorithm for solving linear programming problems.As a branch of operations research,it is suitable for complex programming problems with a large number of decision variables and constraints.It is an effective mathematical method to assist people in scientific management.By applying the linear programming simplex method and combining it with MATLAB software for mathematical analysis,the objective function is obtained to solve the annu-al ore allocation problem in various mining areas of a certain iron zinc mine.The goal is to maximize the mine's revenue while meeting the requirements of the beneficiation plant for the selected grade and a certain grinding coefficient of the ore.

linear programming simplex methodore blendingstable gradestable wear coefficientmaximum profit

罗亮、罗凯元、张哲浩、邱清水、栾丽华

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辽宁科技大学矿业工程学院,辽宁 鞍山 114051

线性规划单纯形法 配矿 稳定品位 稳定磨度系数 收益最大

2024

新疆钢铁
新疆维吾尔自治区金属学会

新疆钢铁

影响因子:0.081
ISSN:1672-4224
年,卷(期):2024.(4)