Predictions & Data for this entry
| Model: abj | climate: MB | migrate: | phylum: |
| COMPLETE = 2.5 | ecozone: MPNW | food: bjPz, jiCi, jiCvf | class: |
| MRE = 0.117 | habitat: 0jMp, jiMdb | gender: D | order: |
| SMSE = 0.035 | embryo: Mv | reprod: O | family: |
Zero-variate data
| Data | Observed | Predicted | (RE) | Unit | Description | Reference |
|---|---|---|---|---|---|---|
| am | 7300 | 7281 | (0.002618) | d | life span | fishbase |
| Lp | 27 | 26.79 | (0.007696) | cm | total length at puberty | fishbase |
| Li | 65 | 62.38 | (0.04032) | cm | ultimate total length | Wiki |
| Wwb | 0.000268 | 0.0002639 | (0.01539) | g | wet weight at birth | guess |
| Wwi | 3100 | 3279 | (0.05787) | g | ultimate wet weight | fishbase |
| Ri | 2137 | 1993 | (0.06736) | #/d | maximum reprod rate | fishbase |
Uni- and bivariate data
| Data | Figure | Independent variable | Dependent variable | (RE) | Reference |
|---|---|---|---|---|---|
| tL_Q | ![]() | time since birth | total length | (0.0989) | WangRen2023 |
| tL_C | ![]() | time since birth | total length | (0.1044) | WangRen2023 |
| tL_X | ![]() | time since birth | total length | (0.09803) | WangRen2023 |
| tW_Q | ![]() | time since birth | wet weight | (0.1744) | WangRen2023 |
| tW_C | ![]() | time since birth | wet weight | (0.2196) | WangRen2023 |
| tW_X | ![]() | time since birth | wet weight | (0.2907) | WangRen2023 |
| LW_C | ![]() | total length | wet weight | (0.1327) | WangRen2023 |
| WN_C | ![]() | wet weight | yearly fecundity | (0.3335) | WangRen2023 |
Pseudo-data at Tref = 20°C
| Data | Generalised animal | Sebastes schlegelii | Unit | Description |
|---|---|---|---|---|
| v | 0.02 | 0.02995 | cm/d | energy conductance |
| p_M | 18 | 31.92 | J/d.cm^3 | vol-spec som maint |
| k_J | 0.002 | 0.002 | 1/d | maturity maint rate coefficient |
| k | 0.3 | 0.3286 | - | maintenance ratio |
| kap | 0.8 | 0.9205 | - | allocation fraction to soma |
| kap_G | 0.8 | 0.7979 | - | growth efficiency |
| kap_R | 0.95 | 0.95 | - | reproduction efficiency |
Discussion
- Temperature is assumed to vary as T(t)=T_m+T_a*sin(2*pi*t/365)
Bibliography



