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Diameter growth models for mixed-species stands of Coastal British Columbia including thinning and fertilization effects

机译:不列颠哥伦比亚省沿海混合物种林分的直径增长模型,包括间伐和施肥效应

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摘要

In this study, diameter growth models for three species growing in mixed-stands of Coastal British Columbia (BC), Canada, under a variety of silvicultural treatments were developed. The three species were: Douglas-fir (Pseudotsuga menziesii var. menziesii (Mirb.) Franco), western hemlock (Tsuga heterophylla (Raf.) Sarg.), and western redcedar (Thuja plicata Donn). A Box and Lucas model (1959) was initially fitted to the diameter growth series for each tree, as this model is very flexible and was based on processes reflective of the metabolic processes governing tree growth. Next, a random coefficients modelling approach (i.e., parameter prediction approach) was used to modify the estimated parameters for each species using functions of tree size and stage of development, site productivity, and inter-tree competition variables, while accounting for temporal correlation within trees. Impacts of fertilization on diameter growth were estimated by including the time since fertilization as an additional variable. Since state variables that are changed as a result of thinning were already in the model, accurate results post-thinning were obtained with no changes to the model. For the combined effects of thinning and fertilization, a two-step additive approach was used, where the state variables were changed following thinning and the diameter increment was modified for fertilization using the time since fertilization variable. Results indicated that multiple treatments sustain a change in growth for a longer time period following treatment than thinning or fertilization alone.
机译:在这项研究中,开发了在加拿大各种不育林条件下,在加拿大不列颠哥伦比亚沿海地区的混交林中生长的三种物种的直径生长模型。这三个物种是:道格拉斯冷杉(Pseudotsuga menziesii var.menziesii(Mirb。)Franco),西部铁杉(Tsuga heterophylla(Raf。)Sarg。)和西部柳杉(Thuja plicata Donn)。 Box and Lucas模型(1959)最初适合于每棵树的直径增长序列,因为该模型非常灵活,并且基于反映控制树生长的代谢过程的过程。接下来,使用随机系数建模方法(即参数预测方法)使用树的大小和发育阶段,站点生产力和树间竞争变量的函数来修改每个物种的估计参数,同时考虑到内部的时间相关性。树木。通过将自施肥以来的时间作为附加变量来估算施肥对直径生长的影响。由于在模型中已经存在因细化而改变的状态变量,因此无需对模型进行任何更改即可获得细化后的准确结果。对于稀疏和施肥的综合效果,使用了两步累加方法,其中,稀疏后状态变量发生变化,并且使用自施肥变量以来的时间修改直径增量以进行施肥。结果表明,与单独的稀疏或施肥相比,多种处理在处理后的更长时间内可维持生长变化。

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