Tree Allometrics

Anogeissus leiocarpa / Root biomass

Root biomass from basal area at breast height, Anogeissus leiocarpa

Root biomassAnogeissus leiocarpa · CombretaceaeBurkina FasonaturalRead from the original paper
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Equation

As printed (Table 2, BA1.3 row, Anogeissus leiocarpa, p. 7)

BA1.3 225.4 125.7 0.77 0.09 0.78 0.44 <0.0001

In this library's units, ready to compute (kg)

Root biomass = 225.4 * (0.7853982 * (D/100)^2)^0.77
D
Diameter at breast height (1.3 m), cm

Not one of the authors' best models (they recommend basal area at 0.2 m, BA0.2, which has no canonical diameter variable here, and BA×H terms); this is the breast-height-only fit from Table 2, included because it can be used with DBH. Paper input is basal area at 1.3 m in m2; here BA1.3 is computed from DBH as pi*D^2/4 (0.7853982*(D/100)^2) in both forms. Fit dbh range is the printed C1.3 min and max divided by pi (circumference at 1.3 m, Table 1). BGB is stump plus coarse roots (roots over 5 mm for the non-protected species) from excavation, oven-dry. Table 2 prints a and b to 1 or 2 decimals. No correction factor is stated. Only the BA1.3-only models are included: the paper's height columns are labelled cm while the coefficients only make sense with H in metres, so the BA×H and H models are left out. For forked trees the paper's C1.3 is the quadratic sum of stem circumferences (Eq. 1, p. 4), so D here is the equivalent diameter sqrt(ΣDi²).

Source
BGB = a × BA1.3b + ε
Equation · Eq. 4, p. 5
basal area (m2) at 1.3 m above ground level (BA1.3)
Units · Table 2 caption, p. 7
Anogeissus leiocarpa 30 27.5±2.7 8 61 18.1±1.8 5 41
Trees measured · Table 1, p. 4 (N, then C0.2, C1.3 columns)
Trees measured
30
DBH range
1.59–13.05 cm
R²
0.78
Method
nonlinear regression, BGB = a × BA1.3^b
Where
Tiogo and Laba state forests, Burkina Faso (north Sudanian savanna-woodland)
Last checked
2026-11-01
Calculate
5.4
Root biomass (kg)
2.54
Carbon (kg), ×0.47
9.3
CO₂e (kg), ×44/12
Fitted DBH range01020304050510152025303540DBH (cm)Root biomass (kg)Root biomass

Shaded: the DBH range the model was fitted on. Other inputs held at the values above.

Checks this equation passes

On every build, the library's form and the paper's own form (in its units) must both give these values within 1%.

InputsExpectedWe getFrom
D = 105.45.4Computed from the printed form
computed from the published form with BA1.3 = pi*D^2/4 in m2

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