2007
DOI: 10.1139/x07-085
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Estimating optimum sampling size to determine weighted core specific gravity of planted loblolly pine

Abstract: Data from a variability study of loblolly pine ( Pinus taeda L.) based on weighted core specific gravity (WCSG) were examined to show how costs and variance estimates are used in designing efficient sampling strategies. Increment cores for the determination of WCSG were taken from 3957 trees across six distinct physiographic regions in the southeastern United States. More variability was found to exist among stands than within stands. This indicates that reducing the variation of the mean of WCSG can be accomp… Show more

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Cited by 8 publications
(12 citation statements)
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“…To study the effect of treatment on the whole-tree, a weighted whole-tree value was determined for each individual tree, which was then used to calculate an average whole tree value for each species. Weighted whole-core SG R , SG E , SG L and LW% were computed as the sum of the product of each wood property trait on each ring (earlywood and latewood) by corresponding ring area and divided by total tree cross section area [27].…”
Section: Densitometry Analysismentioning
confidence: 99%
“…To study the effect of treatment on the whole-tree, a weighted whole-tree value was determined for each individual tree, which was then used to calculate an average whole tree value for each species. Weighted whole-core SG R , SG E , SG L and LW% were computed as the sum of the product of each wood property trait on each ring (earlywood and latewood) by corresponding ring area and divided by total tree cross section area [27].…”
Section: Densitometry Analysismentioning
confidence: 99%
“…It is evident from Figs. 4a and 5a that the number of primary units (stands) sampled plays a key role in decreasing the standard error of whole-tree SG and MC, and sampling more stands reduces the estimated standard error significantly (Jordan et al 2007). However, the decrease in the error of estimate with an increase in the secondary unit sampled (trees within stands) is marginal for both SG and MC ( Fig.…”
Section: Representative Sampling Heights For Whole-tree MC and Sgmentioning
confidence: 99%
“…SG of earlywood and latewood from each annual ring for each radial strip was determined at 60 mm intervals. An SG value of 0.48 was used to distinguish earlywood from latewood (Clark et al 2006b;Jordan et al 2007). LW% was calculated for each ring as the percentage of latewood area to total growth ring area (Jayawickrama et al 1997).…”
Section: Figmentioning
confidence: 99%
“…Whole-ring SG, V 2 , and MOE (i.e., SG R , V R 2 , and MOE R ) were determined for each ring as the sum of the product of each wood property trait (early and latewood) by the corresponding early or latewood ring area and divided by total whole-ring area. Weighted whole-core SG, LW%, V 2 , and MOE were calculated as the sum of the product of each wood property trait on each ring (early and latewood) by the corresponding ring BA and divided by total tree BA (Jordan et al 2007).…”
Section: Figmentioning
confidence: 99%
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