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Integrated forest harvest planning and road-building model with consideration of economies of scale

机译:综合森林收获规划与道路建设模式,考虑规模经济

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We consider the problem of tactical forest management over a 5-year horizon with yearly periods. The main decisions made consider which harvest areas to cut in each period, the flow of timber from an area to each wood-processing mill to satisfy its annual demand, and which roads to build to access a harvest area not connected to the existing road network. The goal is to minimize the total transportation and road-building costs subject to budget limitations. To explore the benefits of economies of scale (EOS) in road construction, we incorporated this notion in the proposed model. Then, the efficiency of the obtained solution is compared with the model without EOS. The proposed model is a mixed-integer linear program, including several timber assortments and multiple periods. We validated the model for a realistic case in the context of the province of Quebec. The results demonstrate that consideration of EOS significantly reduces the total cost by about 5.3%. In the EOS solution, the road segments that are built every year are very concentrated in specific parts of the region, allowing a road-building company to take advantage of EOS. Moreover, this solution provides a much more efficient timber transportation plan.
机译:我们考虑了每年期间在5岁的地平线上进行战术森林管理问题。主要决定考虑到每个时期的收获区域,木材从一个区域到每个木材加工厂的木材流动,以满足其年需求,以及建立未连接到现有道路网络的收获区的道路。目标是最大限度地减少预算限制的总运输和道路建设费用。为了探讨规模经济(EOS)在道路建设中的好处,我们在拟议的模型中纳入了这个概念。然后,将所得溶液的效率与没有EOS的模型进行比较。所提出的模型是混合整数线性程序,包括多个木材分类和多个时段。我们在魁北克省的背景下验证了一个现实案例的模型。结果表明,EOS的考虑明显降低了总成本约为5.3%。在EOS解决方案中,每年建造的道路段非常集中在该地区的特定部分,允许道路建设公司利用EOS。此外,该解决方案提供了更有效的木材运输计划。

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