Applied Ecology and Forestry Science
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Applied Ecology and Forestry Science. 2018, 3(1), 1-7
DOI: 10.12691/aefs-3-1-1
Open AccessArticle

Prediction Equations for Estimating Growth Space for Parkia biglobosa (Jacq) Benth in the Guinea Savanna Ecozone of Nigeria

Vange T.1, , Amonum J.I.2 and Dau J.H.2

1Department of Plant Breeding and Seed Science, College of Agronomy, University of Agriculture, Makurdi, Nigeria

2Department of Forest Production and Products, College of Forestry and Fisheries, University of Agriculture Makurdi, Nigeria

Pub. Date: July 16, 2018

Cite this paper:
Vange T., Amonum J.I. and Dau J.H.. Prediction Equations for Estimating Growth Space for Parkia biglobosa (Jacq) Benth in the Guinea Savanna Ecozone of Nigeria. Applied Ecology and Forestry Science. 2018; 3(1):1-7. doi: 10.12691/aefs-3-1-1

Abstract

Parkia biglobosa (Jacq) Benth has great importance to the people of rural and urban communities in the guinea savanna of Nigeria, and this exposes it to high exploitation and is facing regeneration problem. There is lack of information on growth spacing of P. biglobosa for plantation establishment and sustainable management. This have led to the species declining in the natural forest areas and the loss of biological values (genetic hereditary). A total of nine blocks as sample plots sizes 100 x 100 meters each was randomly laid. Simple random sampling design was used to collect data on tree heights, diameter at breast height (dbh), diameter at the base, middle, top (using diameter tape) and crown diameter. The data collected were tested on seven equations on crown and stem diameter relationship. The linear equation (equation 3) was the best model fitted with R2 value of 0.854 species. Based on the results, a dominant free-growing tree species with diameter 50.5cm would require 0.009 hectare of growing space with a limiting stocking of the stand in terms of total occupancy by tree crowns of 110 trees per hectare. Stand basal area (density) converges around 0.000038 m2. For optimum planting spacing in term of fast growth and high production/yield, P. biglobosa would require a planting spacing of 4 x 4 meters for non-wood forest products while for timber purpose, thinning can be applies to create more spacing until merchantable size of timber is achieved. The species requires a definite amount of growth space and this study could serve as a guide for optimum planting distance and tree density when establishing plantations of the economic species.

Keywords:
Crown- diameter Stem-diameter Growth space Sustainable forest Parkia biglobosa

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References:

[1]  Alabi, D. A, O. R. Akinsulire, and M. A. Sanyaolu, (2005). African Journal of Biotechnol; Vol. 4; pp: 812-815.
 
[2]  Ntui, V. O., Uyoh, E. A., Urua, I. S., Ogbu, U., & Okpako, E. C. (2012). Regeneration of Parkia biglobosa Benth.: An important tree species of Africa. Journal of Microbiology and Biotechnology Research, 2(1), 169-177; the Scholar's Research Library database; ISSN: 2231-3168.
 
[3]  Elly, N.S. and Joseph C. (2012). Parkia Biglobosa: A Pot ential Multipurpose Fodder Tree Legume in West Africa. International Tree Crops Journal; Volume 7, Issue 1992; Published online: 05 Apr 2012; pp. 113-139.
 
[4]  Food and agriculture organization 2013.
 
[5]  Foli, E.G; Alder, D.; Miller, H.G. and Swaine, M.D. (2003). Modeling Growing Space Requirements for some Tropical Forest Tree Species; Forest Ecology and Management 173 (2003); pp. 79-88.
 
[6]  Zuhaidi, Y. A. (2009). Local Growth Model in Modeling the Crown Diameter of plantation-Grown Dryobalanops aromatic; Journal of Tropical Forest Science 21(1); pp: 66-71.
 
[7]  Jerome, L.C.; James, C.F.; Leon, V.P.; Graham, H.B. and Robert, L.B. (1982). Predicting Growth and Yield; In: Timber Management: a Quantitative Approach; Vol. 1, John Wiley and Sons, Chichester/New York; pp: 89-138.
 
[8]  Kramer, PJ and TT Kozlowski. 1979. Physiology of woody plants. Academic Press, Orlando, FL. 811.
 
[9]  Dau, J. H.; Vange T. and Amonum, J.I. (2016). Growth Space Requirements Models for Daniellia oliverii (Rolfe) Hutch and Daviz Tree in Makurdi, Nigeria; International Journal of Forestry and Horticulture (IJFH); Volume 2, Issue 3; PP: 31-39.
 
[10]  Abioye, E., Akinpelu, D., Aiyegoro, O., Adegboye, M., Oni, M., & Okoh, A. (2013). Preliminary phytochemical screening and antibacterial properties of crude stem bark extracts and fractions of Parkia biglobosa (Jacq.). Molecules, 18(7); pp: 8459-8499.
 
[11]  Brian R. L., Robert C. W., and Keith, M.S. (2005). Crown Radius and Diameter at Breast Height Relationships for Six Bottomland Hardwood Species. Journal of the Arkansas Academy of Science; Vol.59; Pp. 110-115.
 
[12]  Kunluvainen, T. 1991. Relationship between crown projected area and components of above-ground biomass in Norway Spruce stands; empirical results and their interpretation; Forest Ecology Management, 40; 243-260.
 
[13]  Phillip, M.S. (1994). Measuring Trees and Forests. CAB International, Wallingford.
 
[14]  Onyekwelu, J.C. (2005). site index curves for site quality assessment of Nauclea diderrichii monoculture plantations in Omo forest reserve, Nigeria; journal of tropical forest science; 17(4): 532-542.
 
[15]  Kozak.A., and Smith J.H.G. (1993). Standards for evaluating taper estimating system .The forestry chronicle,69(4): 438-444.
 
[16]  Mohamed O.A. and Ahmed E. (2014). Height Diameter Relationship Model for Acacia Nilotica in Riverine Forests - Blue Nile; Journal of Forest Products and Industries; Vol. 3(1); Pp: 50-55.
 
[17]  Kenk, G. (1993). Growth in “declining” forests of Baden-Wurttemberg (Southwestern Germany). In: Huettl, R.F.; Mueller-Dombois, D., eds. Forest decline in the Atlantic and Pacific region. New York: Springer- Verlag: 202-215.
 
[18]  Lawrence, R.; Moltzan, B.; Moser, W.K. [2002]. Oak decline and the future of Missouri’s forests. Missouri Conservationist. 63(7): 11-18.
 
[19]  Furnival, G.M. (1961). An index for comparing equations used in constructing volume tables. Forest Science 7: 337-341.
 
[20]  Dawkins, H.C. (1963). Crown diameters: their relation to Ibole diameter in tropical forest trees; Commonwealth Forestry Review; Vol. 42; pp: 318-333.
 
[21]  Samantha, J.G., S.B. Gregory and E.C. Murphy, (2000). Modeling conifer tree crown radius and estimating canopy cover. Forest Ecol. Manag., 126(3): 405-416.
 
[22]  Mugo, J.M.; Njunge, J.T. Malimbwi, R.E.; Kigomo, B.N.; Mwasi, B.N. and Muchiri, M.N. (2011). Models for Predicting Stem Diameter from Crown Diameter of Open Grown Trees in Sondu-Nyando River Catchment, Kenya; Asian Journal of Agricultural Sciences 3(2): 119-126.
 
[23]  Colbert, K. C.; Larsen, D. R. and Lootens, J. R. (2002). Height-diameter equations for thirteen Midwestern Bottomland hardwood species; Northern Journal of Applied Forestry 19: 171-176.
 
[24]  Clutter, J.L., Fortson, J.C., Pienaar, L.V., Brister, G.H., Bailey, R.L., 1983. Timber Management: A Quantitative Approach. Wiley, New York, p. 333.
 
[25]  Alder D. (1995): Growth Modelling for Mixed Tropical Forest; Tropical Papers No. 30; Nuffield press, Oxon; 231pp.