Research Article
Occurrence of Vanadium in Belgian and European Alluvial Soils
Table 6
Regression equations for the different areas with V (logtransformed) as dependent variable.
| Area | Regression equation | R² |
| 3 Belgian floodplains |
alog V = −3.172 + 0.433 log Al + 0.367 log Mg + 0.399 log Fe + 0.058 log P** | 0.831 |
blog V = −2.956 + 0.424 log Al + 0.341 log Mg + 0.312 log Fe + 0.068 log P** | 0.920 |
| floodplain of the Geul |
alog V = −1.424 + 0.507 log Al + 0.174 log Fe** | 0.606 |
blog V = −1.342 + 0.503 log Al + 0.160 log Fe** | 0.634 |
| floodplain of the Grote Beek |
alog V = −2.820 + 0.761 log Al + 0.196 log Mg +0.207 log P ** | 0.809 |
| floodplain of the Leie |
alog V = −4.244 + 0.945 log Al + 0.368 log Mg + 0.315 log clay** | 0.824 |
blog V = −3.870 + 0.775 log Al + 0.472 log Mg + 0.330 log clay** | 0.900 |
| Europe |
alog V = 1.041 + 1.32 log Fe + 0.413 log Al + 0.102 log Mg** | 0.836 |
blog V = 1.108 + 1.33 log Fe + 0.279 log Al + 0.086 log Mg** | 0.880 |
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a In the first regression equation, outliers are included.b The second regression equation is without outliers. **Significant at 0.01 level.
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