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首页> 外文期刊>New Forests >A stand dynamic model for red pine plantations with different initial densities.
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A stand dynamic model for red pine plantations with different initial densities.

机译:具有不同初始密度的赤松人工林的林分动态模型。

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A stand dynamic model was developed to predict the growth response in even-aged forest plantations of different initial planting densities. The model is based on the integration of three subcomponents: height growth, self-thinning, and diameter increment. The integrated model uses the height of dominant trees to simulate stand response to site quality and internal growth potential. An extended self-thinning submodel is used to simulate mortality in stands due to crowding and inter-tree competition. A diameter increment submodel is used to link the height growth and self-thinning submodels. The height growth submodel is based on an application of the "Pipe Model" theory. The three-parameter self-thinning submodel is developed from an extended self-thinning law that captures self-thinning in stands before they attain full stocking. The diameter increment model is based on the assumption that diameter increment is related to height growth and available growing space described by stand density. The integrated model is applied to data collected from a 45-year-old red pine (Pinus resinosa Ait.) plantation subsectioned with different initial planting densities. For the data used, only two parameters were required to capture 99% of measured variation in height growth. Additional data from sites with different planting intensities are required to formulate a more generalized height growth model. The slope of the linear self-thinning limit for red pine is approximately -1.5. Model predictions are consistent with field measurements.
机译:建立了林分动态模型,以预测不同初始种植密度的平均年龄林场的生长响应。该模型基于三个子组件的集成:高度增长,自我变薄和直径增量。集成模型使用优势树的高度来模拟林分对站点质量和内部生长潜力的响应。扩展的自稀疏子模型用于模拟由于拥挤和树间竞争而导致的林分死亡率。直径增量子模型用于链接高度增长和自我变薄子模型。高度增长子模型基于“管道模型”理论的应用。三参数自我稀疏子模型是根据扩展的自我稀疏定律发展而来的,该定律可在展位获得完全存储之前捕获其稀疏。直径增量模型基于以下假设:直径增量与高度增长和林分密度描述的可用增长空间有关。该集成模型适用于从具有不同初始种植密度的45年历史的红松(Pinus resinosa Ait。)种植园中收集的数据。对于所使用的数据,仅需要两个参数即可捕获高度增长的99%的测量变化。需要使用不同种植强度的地点的其他数据来制定更通用的身高增长模型。红松的线性自稀疏极限的斜率约为-1.5。模型预测与现场测量结果一致。

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