首页> 外文期刊>Central European Forestry Journal >Modely vy?kovych kriviek jed?ovo-bukovych porastov Vychodnych Karpát / Models of height curves in fir-beech stands of the Eastern Carpathians
【24h】

Modely vy?kovych kriviek jed?ovo-bukovych porastov Vychodnych Karpát / Models of height curves in fir-beech stands of the Eastern Carpathians

机译:喀尔巴阡山脉中毒山毛榉林的高度曲线模型/喀尔巴阡山脉东部山毛榉林的高度曲线模型

获取原文
       

摘要

The models of height curves were derived from repeated measurements at six permanent research plots in the experimental object of Komárnik situated in the Eastern Carpathians. During more than 50 years of investigation, the heights of 1,346 beech and 1,208 fir trees were measured. Tree heights had a great variability, but the stage-shift of height curves was not confirmed. The non-linear regression models of height curves for beech and fir were derived, where tree height is a function of tree diameter and model height for a selected diameter class. They are based on the Korf growth curve with three parameters. The models explained 90% and 94% of beech and fir height variability, respectively. The models confirmed the actual knowledge that fir had higher tree height increment than beech especially for trees with greater diameters. The comparison of our models to those developed by other authors showed that the shape of height curves slightly differed. Beech curve was characterised by greater, while fir curve by lesser curvature in comparison with other published models. Our models have only local validity due to the limited scope of experimental data. They can be applied under the local conditions in order to perform valuation and simulation of growing stock development and increments of uneven-aged and multistoried fir-beech stands.
机译:高度曲线模型是通过对位于喀尔巴阡山脉东部的Komárnik实验对象的六个永久性研究地块进行重复测量得出的。在超过50年的调查中,共测量了1,346棵山毛榉和1,208棵枞树的高度。树的高度具有很大的可变性,但未确认高度曲线的阶段偏移。导出了山毛榉和冷杉的高度曲线的非线性回归模型,其中树高是树直径和所选直径类别的模型高度的函数。它们基于具有三个参数的Korf生长曲线。该模型分别解释了90%和94%的山毛榉和冷杉高度可变性。这些模型证实了实际知识,即冷杉比榉木具有更高的树高增量,特别是对于直径更大的树木。我们的模型与其他作者开发的模型的比较表明,高度曲线的形状略有不同。与其他已发布的模型相比,山毛榉曲线的特征是较大,而曲率曲线的曲率较小。由于实验数据的范围有限,我们的模型仅具有局部有效性。可以在当地条件下应用它们,以对不断发展的种群发展以及不均匀和多层杉木山毛榉林分的增量进行评估和模拟。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号