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Multi-Stage Stochastic Optimisation for Managing Major Production Incidents

机译:多阶段随机优化处理重大生产事故

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A mining company has entered into contractual commitments to supply certain quantities of itsrnproduct to clients in each time period. Failure to fulfi l its obligations would damage its reputationrnas a reliable supplier. The planned production would normally be suffi cient unless major problemsrnsuch as highwall failures, roof falls, natural disaster, or strikes that interrupt production or delays inrnobtaining environmental permits, occur. To overcome these diffi culties, the company may be able tornobtain more of the commodity:rn1. from its strategic stockpile (if there is suffi cient there);rn2. by buying it on the spot market; orrn3.for some commodities such as gold and uranium, by leasing it.rnTwo sources of uncertainty, the spot price of the commodity and the occurrence of serious incidentsrnthat interrupt production, are considered. For simplicity it is assumed that the commodity pricernfollows a geometric Brownian motion, that productions incidents have a binomial distribution, thatrnthey are independent from one time period to another and that they do not affect prices. A branchingrntree structure is used to model the joint evolution of prices and production incidents.rnThe aim of this research project was to evaluate the company’s options for fulfi lling its contractualrncommitments. When evaluating these options, multi-stage stochastic programming with recoursernwas used to solve this problem because in addition to providing the dollar value of the project, itrngives decision-makers the ‘roadmap’ to reach the optimal value. That is, how much material shouldrnbe bought/sold on the spot market, how much to add to/subtract from the stockpile, how much tornlease and in the worst case what the shortfall would be, for each time period as a function of therncurrent spot price and breakdown status. A case-study over a fi ve-year period is used to illustraternthe proposed procedure. In this study the production would be suffi cient to cover the company’srncontractual commitments unless production incidents occur. Focus is on evaluating the impact of thernquantity initially in the stockpile on the value of the project when the commodity market is tight, thatrnis, when only small quantities can be bought on the spot market or by leasing.
机译:一家矿业公司已签订合同承诺,在每个时间段内向客户提供一定数量的产品。不履行其义务将损害其信誉,成为一个可靠的供应商。计划的生产通常是足够的,除非发生重大问题,例如高墙故障,屋顶倒塌,自然灾害或罢工中断生产或延迟获得无证环境许可证。为了克服这些困难,该公司可能能够获得更多的商品:rn1。从其战略库存(如果有足够的话); rn2。通过在现货市场上购买;对于某些商品(如黄金和铀),通过租赁将其不确定。考虑了两个不确定性来源,即商品的现货价格和发生严重的中断生产的事件。为简单起见,假定商品价格遵循几何布朗运动,生产事件具有二项式分布,并且它们在一个时间段与另一个时间段是独立的,并且它们不影响价格。使用分支树结构对价格和生产事件的联合演变进行建模。该研究项目的目的是评估公司履行其合同承诺的选择。在评估这些选项时,使用带有资源的多阶段随机编程来解决此问题,因为除了提供项目的美元价值外,决策者还需要制定“路线图”以达到最佳价值。也就是说,在每个时间段内,应该在现货市场上购买/出售多少材料,从库存中增加/减去多少库存,进行多少松懈,最坏的情况是短缺量是当前现货的函数价格和故障状态。一项为期五年的案例研究用于说明所建议的程序。在这项研究中,除非发生生产事故,否则生产就足以满足公司的合同承诺。当商品市场紧张时,重点是评估库存中最初数量对项目价值的影响,即当现货市场或通过租赁只能购买少量时,那就是项目。

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