1. DEVELOPMENT AND EVALUATION OF REFINED ANNUALIZED INDIVIDUAL TREE DIAMETER AND HEIGHT INCREMENT EQUATIONS FOR THE ACADIAN VARIANT OF THE FOREST VEGETATION SIMULATOR: IMPLICATION FOR FOREST CARBON ESTIMATES.
- Author
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Kuehne, Christian, Weiskittel, Aaron, and Kershaw, John A.
- Subjects
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FOREST plants , *RANDOM effects model , *STANDARD deviations , *FOREST products , *HARVESTING - Abstract
Tree diameter increment (∆DBH) and total tree height increment (∆HT ) are key components of a forest growth and yield model. A problem in complex, multi-species forests is that individual tree attributes such as ∆DBH and ∆HT need to be characterized for a large number of distinct woody species of highly varying levels of occurrence. Based on more than 2.5 million ∆DBH observations and over 1 million ∆HT records from up to 60 tree species and genera, respectively, this study aimed to improve existing ∆DBH and ∆HT equations of the Acadian Variant of the Forest Vegetation Simulator (FVS-ACD) using a revised method that utilize tree species as a random effect. Our study clearly highlighted the efficiency and flexibility of this method for predicting ∆DBH and ∆HT. However, results also highlighted shortcomings of this approach, e.g., reversal of plausible parameter signs as a result of combining fixed and random effects parameter estimates after extending the random effect structure by incorporating North American ecoregions. Despite these potential shortcomings, the newly developed ∆DBH and ∆HT equations outperformed the ones currently used in FVS-ACD by reducing prediction bias quantified as mean absolute bias and root mean square error by at least 11% for an independent dataset and up to 41% for the model development dataset. Using the revised ∆DBH and ∆HT estimates, greater prediction accuracy in individual tree aboveground live carbon mass estimation was also found in general but performance varied with dataset and accuracy metric examined. Overall, this analysis highlights the importance and challenges of developing robust ∆DBH and ∆HT equations across broad regions dominated by mixed-species, managed forests. [ABSTRACT FROM AUTHOR]
- Published
- 2022