Tip Length Models for Major Commercial California Conifers
AuthorsCraig M. Olson
Lee C. Wensel
Authors AffiliationsCraig M. Olson was Research Associate, Department of Environmental Science Policy and Management, University of California, Berkeley, CA 94720; Lee C. Wensel was Professor, Department of Environmental Science Policy and Management, University of California, Berkeley, CA 94720.
Hilgardia 62(4):1-6. DOI:10.3733/hilg.v62n04p006. December 1995.
Several models for predicting the length from the merchantable top to the tip of a tree are evaluated for major California conifers. A model reported by (Wensel and Krumland (1983)) was found to be the most useful because of its ability to predict for both total height or merchantable height. Coefficients are reported for eight commercially important conifers of California.
Biging G. S. Taper equations for second-growth mixed conifers of northern California. For. Sci. 1984. 30(4):1103-17.
Kozak A. A variable-exponent taper equation. Can. J. For. Res. 1988. 18:1363-68. DOI: 10.1139/x88-213 [CrossRef]
Max T. A., Burkhart H. E. Segmented polynomial regression applied to taper equations. For. Sci. 1976. 22(3):283-89.
McTague J. P., Stansfield W. F. Total and merchantable volume equations and taper functions for southwestern ponderosa pine. West. J. Appl. For. 1988. 3(4):123-25.
Wensel L. C., Olson C. M. Tree taper models for major commercial California conifers. Hilgardia. 1995. 62(3):16 pp. (Published concurrently and bound in this volume.) DOI: 10.3733/hilg.v62n03p016 [CrossRef]
Wensel L. C., Krumland B. Volume and taper relationships for redwood, Douglas-fir, and other conifers in California’s north coast. 1983. University of California. Division of Agricultural Sciences Bulletin 1907.