RELATIONSHIP BETWEEN ANNUAL CROWN ELONGATION AND DIAMETER INCREMENT IN SINGULAR Cedrela fissilis (Vell) TREES

Authors

  • Thiago Augusto da Cunha Universidade Federal de Santa Maria, Santa Maria, RS
  • Jean Pierre Cavalli
  • César Augusto Guimarães Finger

DOI:

https://doi.org/10.5902/1980509812354

Keywords:

crown growth, mixed model, covariance structure.

Abstract

http://dx.doi.org/10.5902/1980509812354

The annual crown growth is a little known variable in the forestry field. This important photosyntheticstructure for tree growth is in a difficult level-access to the forester and therefore, a little knowing aboutits development. Then, the objective of this research was to model the annual crown growth using asindependent variable the diameter at breast height increment of Cedrela fissilis. By using 22 singular ones,we determined the annual crown growth and the current annual diameter increment for the period of eightyears. We demonstrated that the crown development are related with the diameter increment (r=0.53;p<0.0001). However, to predict the annual crown elongation with more precision, the linear mixed modelalso included the diameter at breast height and the commercial height explaining 70% of the total variationin the crown elongation by total height class

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References

ACERBI, J. F. W. et al. Modelo para prognóse do crescimento e da produção e análise econômica de regimes de manejo para Pinus taeda. Revista Árvore, Viçosa, v. 26, p. 699-713, 2002.

BAPTISTA, V. R. Estudo da periodicidade do crescimento, fenologia e relação com a atividade cambial de espécies arbóreas tropicais de florestas estacionais semi-deciduais. 2002. 123 f. Dissertação (Mestrado em Recursos Florestais) – Escola Superior de Agricultura Luiz de Queiroz, 2002.

BRIENEN, R. J. W.; ZUIDEMA, P. A. Lifetime growth patterns and ages of Bolivian rain forest trees obtained by tree ring analysis. Journal of Ecology, v .94, p. 481-493, 2006.

BURGER, H. Baumkrone und zuwachs in zwei hiebsreifen fichtenbeständen. Mitteilungen der Schweizerischen Anstalt für das Forstliche Versuchswesen, v. 21, p. 147-176, 1939.

CHATTERJEE, S.; HADI, A. S.; PRICE, B. Regression analysis by examples. 3rd ed. New York: John Wiley & Sons, 2000, p. 359.

DURLO, M. A.; DENARDI, L. Morfometría de Cabralea canjerana, em mata secundária nativa do Rio Grande do Sul, Ciência Florestal, v. 8, p. 55-66, 1998.

DURLO, M. A. Relações morfométricas para Cabralea canjerana (Well.) Mart. Ciência Florestal, v.11, p. 141- 149, 2001.

DURLO, M. A.; SUTILI, F. J.; DENARDI, L. Modelagem da copa de CedrelafisilisVellozo. Ciência Florestal, v. 14, p. 79-89, 2004.

EISFELD, R. L. et al. Modelagem do crescimento e da produção de Pinus taeda L. por meio do processo de difusão. Revista Cerne, Lavras, v. 11, p. 167-177, 2005.

HASENAUER, H.; MONSERUD, R. A. A crown ratio model for Austrian forest. Forest Ecology and Management, v. 84, p. 49-60, 1996

HEMERY, G. E.; SAVILL, P. S.; PRYOR, S. N. Applications of the crown diameter-stem diameter relationship for different species of broadleaved trees. Forest Ecology and Management, v. 215, p. 285-294, 2005.

LITTELL, R. C. et al. SAS for mixed models, 2nd ed. Cary, N. C.: SAS Institute Inc, 2006. 723 p.

MATTOS, P. P.; SEITZ, R. A.; MUÑIZ, G. I. B. Identification of annual growth rings base on periodical shoot growth. In: WIMMER, R.; VETTER, R. E. (Ed.) Tree ring analysis:biological, methodological and environmental aspects. Wallingford: CABI, 1999. p. 139-145.

MITCHELL, K. J. Dynamics and simulated yield of Douglas-fir. Forest Science Monography. p. 17-39. 1975.

NUTTO, L. Manejo do crescimento diamétrico de Araucária angustifólia (Bert.) O. Ktze. Baseadonaárvore individual, Ciência Florestal, v. 11, p. 9-25, 2001.

PIBOULE, A. et al. Reconstructing crown shape from stem diameter and tree position to supply light models. I. Algorithms and comparison of light simulations. Annals of Forest Science, v. 62, p. 645-657, 2005.

PRETZSCH, H. Konzeption und Konstruktion von Wuchsmodellen fur Rein- und Mischbestand. Forstliche Forschungsberichte Munchen, p. 115-332, 1992.

PRETZSCH, H. Perspektiven einer modellorientierten Waldwachstumsforschung. Forstwissenschaftliches Centralblatt, v. 114, p. 188-209, 1995.

REMPHREY, W. R.; PEARN, L. P. Crown development of a clone of Populus tremuloides exhibiting “crooked” architecture and a comparison with wild-type trees. Canadian Journal of Botany, v. 81, p. 345-359, 2002.

RINN, F. TSAP-Win reference manual: computer program for tree ring analysis and presentation. Frank Rinn, Heidelberg, 2003, 263 p.

SAS/STAT. SAS Institute Inc., Cary, NC, 2004.

SINGER, J. Using SAS PROC MIXED to fit multilevel models, Hierarchical models, and Individual growth models. Journal of Education and Behavioral Statistics, v. 24, p.323-355, 1998.

WORBES M. How to measure growth dynamics in tropical trees - a review. IAWA Journal, v. 16, p. 337-351, 1995.

Published

2013-12-13

How to Cite

Cunha, T. A. da, Cavalli, J. P., & Finger, C. A. G. (2013). RELATIONSHIP BETWEEN ANNUAL CROWN ELONGATION AND DIAMETER INCREMENT IN SINGULAR Cedrela fissilis (Vell) TREES. Ciência Florestal, 23(4), 703–712. https://doi.org/10.5902/1980509812354

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