Optimization of cut-off grade and its application for polymetallic deposits
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摘要: 為了有效利用稀缺的地質資源,建立了以凈現值(NPV)為目標函數的礦床經濟評價模型.采用盈利法計算伴生元素的當量品位,并基于三維數字礦床模型,分別以目標函數最大化和凈現值大于0為目標,得出最優邊際綜合品位和盈虧平衡邊際綜合品位的計算方法.應用所建立的模型對某銅鉬礦的邊際品位進行了優化計算,優化結果可為礦山的投資建設和生產規劃提供準確的經濟分析,并保證資源的最優化利用.Abstract: In order to realize efficient development to scarce geological resources,an economic evaluation model for mineral deposits is established by taking net present values (NPV) as the objective function.The method of profit element is introduced to calculate the equivalent grades.Then,based on the three-dimensional digital deposit model,an optimization algorithm for calculating both of the optimum comprehensive cut-off grade and the break-even cut-off grade is developed when respectively directing to the objectives of a maximized NPV and the zero NPV.A practical application of the model to calculating the optimized cut-off grades has been done through a copper-molybdenum deposit case.It is approved that it can not only provide accurate economic analysis for the mine investment and production planning,but also ensure the optimal utilization of resources.
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Key words:
- polymetallic deposits /
- open pit mine /
- cut-off grade /
- economic analysis /
- net present value
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