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首页> 外文期刊>Forest Science >Adjacency branches used to optimize forest harvesting subject to area restrictions on clearfell
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Adjacency branches used to optimize forest harvesting subject to area restrictions on clearfell

机译:毗邻分支机构用于优化森林采伐,但需遵守明确砍伐的面积限制

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Consider a forest containing units of various sizes for which a maximum clearfell area has been specified along with an associated green-up time period. For such an application it is customary to use adjacency constraints to produce a harvesting plan. These constraints control the availability for harvest of specific units relative to the harvesting of certain adjacent units. However, such constraints are difficult to formulate and often precipitate major difficulties in the implementation of the solution algorithm. A new concept, a nuclear set, is introduced. This concept allows the unit-specific aspects of the problem to be analyzed in an insightful manner. Any adjacency violation can be detected in relation to these nuclear sets. Suitable adjacency branches can be implemented to remove these violations. The form of these branches derives from the same nuclear sets. A remarkably small number of these branches are required to obtain a feasible solution. These ideas are incorporated into a column generation and constraint generation model. This new forest harvesting model solves the clearfell area restriction problem in an exact sense. Results are included for numerical trials involving simulated data representing moderately sized applications with a planning horizon of up to one rotation. The output from these trials suggests that this algorithm is suitable for large commercial applications. Several applications of 1,600 units are solved over 25 time periods with multiple green-up.
机译:考虑一个森林,其中包含各种大小的单位,已经为其指定了最大清除面积以及相关的绿化时间段。对于这样的应用,习惯上使用邻接约束来产生收获计划。这些限制相对于某些相邻单元的收获控制了特定单元的收获可用性。但是,这样的约束条件很难公式化,并且常常在解决方案算法的实施中引起重大困难。引入了一种新概念,即核装置。此概念允许以有洞察力的方式分析问题的特定于单元的方面。可以检测到与这些核装置有关的任何邻接违规。可以实施适当的邻接分支以消除这些冲突。这些分支的形式来自相同的核集。为了获得可行的解决方案,需要使用非常少的这些分支。这些想法被合并到列生成和约束生成模型中。这种新的森林采伐模型从确切的意义上解决了砍伐面积的限制问题。包含数值试验的结果包括涉及模拟数据的模拟数据,这些模拟数据表示中等规模的应用程序,并且计划范围最多为一圈。这些试验的结果表明,该算法适用于大型商业应用。在25个时间段内通过多次绿化解决了1,600个单元的几种应用。

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