Equations / Stem volume
Generic stem volume from Dbh (Lama forest)
As printed (Eq. 3 and 5, p. 7; Table 3 (Model structure: ln(V) = x0 + x1ln(Dbh)), p. 9)
In this library's units, ready to compute (m³)
Stem volume = 0.001 * exp(-1.48 + 2.29 * ln(D) + 0.05)D- Diameter at breast height (1.3 m), cm
Total stem volume (stem = height to crown base), not whole-tree volume. Paper unit is 10^-3 m3 (= dm3); canonical expression converts to m3. Coefficients are printed to 2 decimals, so predictions are only as precise as that. σ²/2 is the paper's printed bias-correction term, added inside the exponent (Eq. 5); it is printed rounded to 2 decimals. Adjusted R² 97.51%, rRMSE 32% (Table 3). Fitted on 617 trees (this study plus Guendehou et al. 2012).
doi:10.14214/sf.1474 · Open access · copy we read
This resulted in 617 trees used for the generic volume and biomass models.
- Trees measured
- 617
- Method
- ln-ln linear regression, back-transformed with exp(σ²/2) (printed σ²/2 is rounded to 2 decimals)
- Where
- Lama forest reserve, southern Benin (semi-deciduous forest)
- Last checked
- 2026-11-02
Shaded: the DBH range the model was fitted on. Other inputs held at the values above.
On every build, the library's form and the paper's own form (in its units) must both give these values within 1%.
| Inputs | Expected | We get | From |
|---|---|---|---|
| D = 20 | 0.228 | 0.228 | Computed from the printed form computed from the published form (coefficients as printed to 2 decimals) |
| D = 40 | 1.12 | 1.12 | Computed from the printed form computed from the published form (coefficients as printed to 2 decimals) |
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