Affiliation:
1. Associate Professor, Department of Forestry and Forest Products, Virginia Polytechnic Institute and State University, Blacksburg
Abstract
Abstract
Foresters commonly wish to predict tree volume for various top diameters. However, tree volume equations are generally restricted to specific top limits. Further, volume equations for various top limits often cross illogically. This study was conducted with the objective of developing logically related cubic-foot volume estimates for any desired top diameter limit. The approach taken was to predict total stem volume and to convert total volume to merchantable volumes by applying predicted ratios. Results reported here enable users to employ relatively simple equations to obtain cubic-foot volume to any top diameter limit. Volume between any two specified diameters on the stem can be obtained by subtraction.
Publisher
Oxford University Press (OUP)
Cited by
61 articles.
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