Equations / Stem biomass
Oak stem biomass over bark, Level 1
Stem biomassQuercus (Q. robur and Q. petraea)CzechiaRead from the original paperPeer-reviewed source
Fitted on these 2 species: Quercus robur, Quercus petraea
Equation
As printed (Table 3, model below table and Stem biomass over bark, Level 1 row, p. 115)
Biomass component = λ × exp(p₀ + p₁ × lnD); p₀ = −2.652, p₁ = 2.578, λ = 0.962
In this library's units, ready to compute (kg)
Stem biomass = 0.962 * exp(-2.652 + 2.578 * ln(D))D- Diameter at breast height (1.3 m), cm
Stem biomass includes bark. The printed correction factor multiplies the back-transformed prediction. Stem wood and bark biomass were estimated using conventional densities. Adjusted R² is not stored as unadjusted R².
Source
doi:10.17221/2906-jfs · Peer-reviewed · Open access · copy we read
–2.652 2.578
Biomass component = λ × exp(p0 + p1 × lnD
correction factor (λ)
Stem biomass over bark
D (cm)
AB (kg/tree)
Quercus robur; Quercus petraea
different regions of the Czech Republic
temperate region
51 grown trees sampled from 6 sites
breast height diameter (D) ranging from 6 to 59 cm
breast height diameter (D) ranging from 6 to 59 cm
0.987 0.154 0.962 12.5
linearized model (Eq. 3)
conventional density of 580 kg/m³ for stem wood and 300 kg/m³ for bark, respectively
- Trees measured
- 51
- DBH range
- 6–59 cm
- Correction factor
- 0.962 (applied)
- Method
- Linearized regression
- Where
- Six sites in the Czech Republic
- Last checked
- 2026-11-05
Calculate
436
Stem biomass (kg)
205
Carbon (kg), ×0.47
751
CO₂e (kg), ×44/12
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%.
| Inputs | Expected | We get | From |
|---|---|---|---|
| D = 30 | 436 | 436 | Computed from the printed form Computed from the printed coefficients and correction factor. |
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