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  • KOREAN
  • P-ISSN2287-8327
  • E-ISSN2288-1220
  • SCOPUS, KCI

Relationship between Maximum Stem Volume and Density during a Courseof Self-thinning in a Cryptomeria japonica Plantation

Journal of Ecology and Environment / Journal of Ecology and Environment, (P)2287-8327; (E)2288-1220
2004, v.27 no.1, pp.27-33
Ogawa, Kazuharu (Nagoya Univ.)
Akio Hagihara (Ryukyus Univ.)

Abstract

Cryptomeria japonica plantation was monitored every year during 15 years from 1983 to 1997 for stem diameter and volume. The reciprocal equation, 1Y= A + BN , was applied to the relationship between cumulative volume Y and cumulative number N from the largest tree in the stand each year. The parameters A and B, which means respectively the reciprocal of an asymptotic value of total stand stem volume and the reciprocal of the maximum stem volume, are related by a power function. The power functional relationship between A and B derived a linear relationship of B-points (NB, YB; NB = BA, YB = 1 2A) of each Y-N curve on log-log coordinates. The gradient of B-point line was so steep that the Y-N curve moved parallel upward year by year. The time trajectory of mean stem volume (‾w ) and density (ρ) provided evidence in favor of the 3/2 power law of self-thinning, because the gradient of ‾w -ρ trajectory on log-log coordinates approximated to -3/2 at the final stage of stand development. On the basis of the results of Y-N curves and ‾w -ρ trajectory, the time trajectory of maximum stem volume wmaxobs and ρ was derived theoretically. The gradient of wmax obs - ρ trajectory on log-log coordinates is calculated to be -0.6105 at the final stage. The gradient of wmax obs - ρ trajectory was steeper than that of ‾w -ρ trajectory at the early stage, while the former is gentler than the latter at the later stage.

keywords
Cryptomeria japonica, Density, Maximum stem volume, Mean stem volume, 3/2 power law of selfthinning, Y-N curve

Reference

1.

(1996) Theoretical studies on the time-trajectory ofmean plant weight and density in self-thinning populations in Japanese with Englishsummary,

2.

(2000) Time-trajectory of mean phytomass and densityin self-thinning plant populations, Univ. Ryukyus

3.

(1971) Studies on the frequency distribution of theweight of individual trees in a forest stand,

4.

(1960) Logistic theory of plantgrowth,

5.

(1968) Studies on thefrequency distribution of the weight of individual trees in aforest stand A new approach toward the analysis of thedistribution function and the -3/2th power distribution,

6.

(1988) Intraspecific competition in a natural stand ofBetula ermanii,

7.

(1993) Self-thinning line and B-point line of theyield-density diagram in a young birch stand,

8.

(1999) Theoretical relationships between mean plantsize size distribution and self-thinning under one-sidedcompetition,

9.

(2003) Self-thinning and size variation in a sugi (Cryptomeria japonica D. Don) plant,

10.

(1961) Intraspecific competition among higher plantsX, Osaka City Univ

11.

(2001) Introduction to plantpopulation biology, Blackwell, Oxford

12.

(1980) Demographic factors in populations of plants Demography and evolution in plantpopulations,

13.

(1981) Study on the frequency distribution ofindividual weight height and so on in plantstands, Osaka City Univ

14.

(1983a) stem diameter and height in plant stands Properties of the symmetric type I distribution,

15.

(1983b) A new distribution functionof tree weight in forest stands restricted by the 3/2nd powerlaw of self-thinning Frequency distribution of individualweight and height in plant stands III,

16.

(1963) Self-thinningin overcrowded pure stands under cultivated and naturalconditions Intraspecific competition among higher plants XI, Osaka City Univ

17.

(1987) Analysis of the 3/2 power law of self-thinning,

Journal of Ecology and Environment