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An Integer Programming Model for Optimisation of a Heavy Media Coal Preparation Plant

机译:优化重型媒体采煤厂优化的整数规划模型

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This paper discusses the implementation of a mixed integer linear programming model for a coal preparation plant. The plant considered consists of primary and secondary heavy media cyclones, hydrocyclones for intermediate fi nes and froth fl otation for the very fi ne material. The model is designed to optimise the plant settings and product fl ows to maximise revenues for a given specifi cation for two product outputs. The model can deal with bonus/penalty aspects of the product pricing for products that exceed or fail to meet specifi cation. We report on a model with two separate coal feeds with parallel circuits for the oversize, intermediate and fi nes streams. The genesis of this model is more than 30 years old but recent improvements in mixed integer programming solvers make a full mixed integer formulation practical. The original model began as an enumeration of cut points with arbitrary rules for product allocation. The product allocation was improved in a linear programming formulation by Gunn (1982) and Sarker (1991 and 1995). Current mixed integer programming capabilities make it possible to replace the enumeration aspects and solve directly as a mixed integer programming problem. The current implementation uses a general purpose modelling language to formulate the model. Open source and commercial mixed integer programming solvers are compared.
机译:本文讨论了采煤厂混合整数线性规划模型的实现。该植物认为由初级和二级重型介质旋风,用于中间体的含水旋流酮和非常有用的材料的泡沫速溶。该模型旨在优化工厂设置和产品流动,以最大限度地为两个产品输出的给定规定阳离子的收入。该模型可以处理产品定价的奖励/惩罚方面,用于超过或未能满足特定阳离子的产品。我们报告了一个模型,其中两个单独的煤炭馈送,具有用于超大,中间和FI NES流的平行电路。该模型的成因超过30岁,但最近混合整数编程求解器的改进使得一种完整的混合整数配方实用。原模榜开始作为削减点的枚举,产品分配是任意规则。通过Gunn(1982)和Sarker(1991年和1995年)的线性规划制定中提高了产品分配。当前混合整数编程功能使得可以更换枚举方面并直接解决混合整数编程问题。当前实现使用通用建模语言来制定模型。比较开源和商业混合整数编程求解器。

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