Abstract

Estimates of tree bark thickness are fundamental for forest management, however, the degree of precision is conditioned to the adoption of efficient modeling techniques. The objective of this study was to evaluate and propose a model of artificial neural networks to estimate the thickness of the tree bark of Tectona grandis (Teak). The data originated from the measurement of 68 dominant trees, ranging in age from 6 to 33 years. The thickness of the bark was correlated with variables inherent to the tree, being: diameter in the different positions of the stem (di); diameter at 1.3 m height (dbh); total height (ht); relative height (hi_rel); and age (id). The trained networks were of the multilayer perceptron type, and a linear regression model was adjusted as a comparative support. The accuracy of the estimates was evaluated through statistical indicators and graphical analysis. The results showed a strong correlation between bark thickness and tree diameter, as well as relative height, with values above 0.70. Age also exerted a strong influence on the thickness of the bark of the trees. The artificial intelligence technique has demonstrated the potential for such application and the model proposed with the input variables: diameter, relative height and age was the one that presented the best statistical performance, and thus was the most suitable for predicting the bark in Teak trees.

Highlights

  • The knowledge of the diameter in different heights of logs is extremely important for silvicuture and forest management

  • The bark thickness can be calculated by subtraction once the estimates are obtained (CORDERO; KANNINEN, 2003; LI; WEISKITTEL, 2011; STÄNGLE et al, 2015, 2017)

  • The relative height of the trees were shown as an important variable to explain the bark thickness (Figure 1)

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Summary

Introduction

The knowledge of the diameter in different heights of logs is extremely important for silvicuture and forest management. It is important to know the bare diameter, either to establish the shape of the stem, determine the volume of solid wood, or differentiate the stem into multiproducts based on diameter constraint. In this way, this knowledge is necessary mainly when the percentage of bark reaches values close to 30% of the total volume of the trees at early ages as in the case of the Tectonagrandis (LEITE et al, 2011).

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