4.1 Article

Models for diameter distribution and tree height in hybrid aspen plantations in southern Finland

期刊

SILVA FENNICA
卷 55, 期 5, 页码 -

出版社

FINNISH SOC FOREST SCIENCE-NATURAL RESOURCES INST FINLAND
DOI: 10.14214/sf.10612

关键词

Populus tremula x P; tremuloides; clonal plantation; Naslund's height curve; nonlinear mixed-effects model; parameter recovery; Weibull distribution

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资金

  1. ModSim project (Modelling and simulation of stand structure and development) - Natural Resources Institute Finland (Luke)
  2. Basic Science Research Programme through the National Research Foundation of Korea (NRF) - Korean Ministry of Education [NRF-2019R1A6A3A03032912]

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The study introduces methods and models for predicting tree dimensions, diameter at breast height, and tree height for a hybrid aspen plantation using data from southern Finland, showing that parameter recovery method using DG and Naslund's models were applicable for predicting tree diameter and height.
Hybrid aspen (Populus tremula L. x P. tremuloides Michx.) is known with outstanding growth rate and some favourable wood characteristics, but models for stand management have not yet been prepared in northern Europe. This study introduces methods and models to predict tree dimensions, diameter at breast height (dbh) and tree height for a hybrid aspen plantation using data from repeatedly measured permanent sample plots established in clonal plantations in southern Finland. Dbh distributions using parameter recovery method for the Weibull function was used with Naslund's height curve to model tree heights. According to the goodness-of-fit statistics of Kolmogorov-Smirnov and the Error Index, the arithmetic mean diameter (D) and basal area weighted mean diameter (DG) provided more stable parameter recovery for the Weibull distribution than the median diameter (DM) and basal area-weighted median diameter (DGM), while DG showed the best overall fit. Thus, Naslund's height curve was modelled using DG with Lorey's height (HG), age, basal area (BA), and tree dbh (Model 1). Also, Model 2 was tested using all predictors of Model 1 with the number of trees per ha (TPH). All predictors were shown to be significant in both Models, showing slightly different behaviour. Model 1 was sensitive to the mean characteristics, DG and HG, while Model 2 was sensitive to stand density, including both BA and TPH as predictors. Model 1 was considered more reasonable to apply based on our results. Consequently, the parameter recovery method using DG and Naslund's models were applicable for predicting tree diameter and height.

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