Tree growth space of larch (Larix decidua Mill.)in relation to age, forest habitat type and biosocial position
Abstract
The study presents the results of an analysis of the variance of the characteristics of single tree growth space. The study involved larch trees of Kraft’s class I, II and III (dominant stand) in stands of different age classes growing on optimal and rich forest sites. The following measurements of the single tree growth space were selected and determined: crown projection area – pk (m2), crown diameter – dk (m), Seebach’s growth space number – dk/d1,3, and crown deflection coefficient – dk/h. The research material consisted of the measurement of 48 larch trees, from 16 stands growing on optimal and rich sites. Sample trees were selected from four successive age classes starting with class II in accordance with the assumptions of Hartig’s method. Three sample trees with properly developed crowns were selected from each stand. The crown projection area was calculated as the area of a circle with a radius equal to the average radius of the crown (the average crown radius was established after crown projection in the four main geographical directions). The real height was determined after the felling of trees. Basic statistical characteristics were established. A three−way variance analysis was performed assessing the statistical significance of the impact of the forest site, age and biosocial position of the trees in a stand. Basic statistical characteristics were established. The three−way variance analysis was performed assessing the statistical significance of the impact of the forest site, age and biosocial position of the trees in a stand. The performed analysis showed a statistically significant effect of stand age on Seebach’s growth space number and crown deflection coefficient. In the research, the biosocial position of larch in a stand affected the size of the crown projection area and the crown diameter, and the relationship was statistically proven.
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Albrektson A. (1980): Relations between tree biomass fractions and conventional silvicultural measurements. In: Persson T (ed.) Structure and function of northern coniferous forest – an ecosystem study. Ecol. Bull.: 15–327.
Assmann E. (1968): Nauka o produkcyjności lasu. Państwowe Wydawnictwo Rolnicze i Leśne, Warszawa.
Borowski M. (1974): Przyrost drzew i drzewostanów. Państwowe Wydawnictwo Rolnicze i Leśne, Warszawa.
Dubravac T. (1998): Istrazivanje strukture krosanja hrasta luznjaka i obicnoga graba u zajednici. (Carpino betuli-Quercetum roboris. Anić 1959, Raus 1969). Radovi Šumarskog Instituta 33:61-102.
Dubravac T. (1999): Utjecaj broja stabala na promjer krošnje hrasta lužnjaka u zajednici. (Carpino betuli-Quercetum roboris. Anić ex Rauš 1969). Radovi Šumarskog Instituta 34:23-37.
Dubravac T. (2003): Dinamika razvoja promjera krošanja hrasta lužnjaka i običnoga graba ovisno o Prosnom promjeru i dobi. Radovi Šumarskog Instituta 38:35-54.
Dubravac T. (2004): Dinamika razvoja dužina krošanja hrasta lužnjaka i običnoga graba ovisno o Prosnom promjeru i dobi. Radovi Šumarskog Instituta 39:51-69.
Dubravac T. Krejci V. (1993): Ovisnost promjera horizontale projekcije krosanja hrasta luznjaka o totalnim visinama stabala pojedinih dobnih razreda ekolosko-gospodarkog tipa II-G-10. (Carpino betuli-Quercetum roboris. (Anic/emend. Raus 1969). Radovi Šumarskog Instituta 28:79-89.
Dudek A. (1969): Zależność intensywności przyrostu miąższości i przyrostu pierśnicy od wielkości korony. Folia Forestalia Polonica seria A, Z. 15:149-169.
Hoffmann C.W., Usoltsev V.A. (2002): Tree-crown biomass estimation in forest species of the Ural and
Kazakhstan. Forest Ecology and Managent 158:59-69.
Hemery G. E., Savill P. S., Pryor S. N. (2005): Application of the crown diameter-stem diameter relationship for different species of broadleaved trees. Forest Ecology and Management 215(1/3):285-294.
Kaźmierczak K. (2009): Wybrane miary przestrzeni wzrostu pojedynczego drzewa w bliskorębnym drzewostanie sosnowym. Sylwan 5:298-303.
Kaźmierczak K. (2010): Kształtowanie się wybranych cech przestrzeni wzrostu pojedynczego drzewa w 50-letnim drzewostanie sosnowym. Sylwan 4:267-274.
Kaźmierczak K. (2012): Przestrzeń wzrostu sosny w 35-letnim drzewostanie na przykładzie wybranych miar
przestrzeni wzrostu pojedynczego drzewa. Sylwan 2:3-9.
Kaźmierczak K., Pazdrowski W., Nawrot M., Szymański M. (2010): Przestrzeń pojedynczego drzewa w drzewostanie panującym w zależności od wieku oraz typu siedliskowego lasu na przykładzie modrzewia (Larix decidua Mill.). Sylwan 154(11):764-772.
Kaźmierczak K., Stosik M. (2008): Analiza wybranych cech przestrzeni wzrostu pojedynczego drzewa na przykładzie 135-letniego drzewostanu dębowego. Sylwan 156(4):280-286.
Lemke J. (1966): Korona jako kryterium oceny dynamiki wzrostowej drzew w drzewostanie sosnowym. Folia Forestalia Polonica seria A, z. 12:185-236.
Mayer R. 1958. Kronengrösse und Zuwachsleistung der Traubeneiche auf süddeutschen Standorten. Allgemeine Forst- und Jagdzeitung.
Mäkelä A., Albrektson A. (1992): An analysis of the relationship between foliage biomass and crown surface area in Pinus sylvestris in Sweden. Scandinavian Journal Forest Research 7:297-307.
Miś R., Sugiero D. (2004): Jednostkowe pole i przestrzeń drzew młodego pokolenia w dwugeneracyjnej buczynie karpackiej. Acta Scientiarum Polonorum Silvarum Colendarum Ratio et Industria Lignaria 3(1): 25-39.
Vanninen P., Ylitalo H., Sievänen R., Mäkaelä A. (1996): Effects of age and site quality on the distribution of biomass in Scots pine (Pinus sylvestris L.). Trees 10:231-238.
Zajączkowski J. (1973): Przyrost miąższości w klasach biosocjalnych starszych drzewostanów sosnowych. Sylwan 1:1-10.
Forestry Letters eISSN 2450-4920
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