From: Tree and stand level estimations of Abies alba Mill. aboveground biomass
Type of models | Formulas | Dependent variables (Y) | Independent variables | References |
---|---|---|---|---|
Site-specific tree-level models | (1) Y = a × Db (2) Y = a + b × D2 (3) Y = a + b × log(D) (4) Y = a + (b/D) (5) Y = a × (D2H)b (6) Y = a × Db × Hc (7) Y = a + b × log(D2H) (8) Y = a + b × D2 + c × H (9) Y = a + b × (D2H) (10) Y = a + b × D2 + c × H2 | Biomass (dry weight) of the tree component (kg) | D—diameter (cm), H—height (m), D2H—pseudovolume (m3). | |
General tree-level models | (11) log(W) = a + b × log(D) + uj (12) log(W) = a + b × log(D2H) + uj (13) log(W) = a + b × log(D) + c × log(H) + uj | Biomass (dry weight) of the tree component (kg) | D—diameter (cm), H—height (m), D2H—pseudovolume (m3), uj—random intercept for plot j. | (Forrester et al. 2017) |
Stand-level models | (14) Y = a × zb (15) Y = a + b × e−z × c (16) Y = a + b/z (17) Y = a + b/zc | Biomass (Mg ha−1) BCEF (Mg m−3) | z—tree stand characteristics (stand density, height, volume or age) | (Teobaldelli et al. 2009; Wojtan et al. 2011; Jagodziński et al. 2018b) |