Table 1. Main characteristics of the eight research stands before and after uprooting. View in new window/tab.
1

Fig. 1. Uprooting device P25_v1 (Photo: Ville Kankaanhuhta).

Table 2. Uprooter productivity (PWh ha–1) in terms of time consumption.
  Time consumption (PWh ha–1)
Uprooter N Min. Mean Max. SD
P25_v1 4 6.0 7.0 7.8 0.8
P25_v2 4 4.5 4.9 5.4 0.4
Combined 8 4.5 5.9 7.8 1.3
Table 3. Regression model for time consumption of Naarva uprooters (N = 8).
Variable B Standard error t-value p-value
Constant 9.115 0.725 12.57 <0.001
[Uprooter = P25_v2] –2.125 0.459 –4.64 <0.005
R²= 0.78; R² (adj.) = 0.75    
Table 4. Parameter estimates (SE in parentheses), χ2 test values and variance components of the sub-models for the number of individually grown Scots pine seedlings (n1), processing units (n2), and broadleaves (n3) on 20 m2 sample plots.
  Sub-model for
Predictor n1 χ2 –value n2 χ2 -value ln(n3+1) χ2 -value
Intercept 3.2152 (0.3378) 90.58*** 5.4616 (0.3229) 286.05*** 0.4580 (0.1097) 17.43***
Poor regeneration result –1.7441 (0.3405) 26.24*** –2.3635 (0.4195) 31.75*** 0.1579 (0.1115) 2.00 ns
Poor quality pine seedlings 0.1541 (0.0769) 4.02* 0.4291 (0.1024) 17.56*** 0.0265 (0.0262) 1.02 ns
Uprooter
(P25_v2 vs. P25_v1)
0.0205 (0.4397) 0.002 ns –0.3295 (0.3859) 0.73 ns –0.0662 (0.1417) 0.22 ns
Random part:
SD (uj)
0.4905 (0.4306)   0.1323 (0.3685)   0.1490 (0.1386)  
Random part:
SD (eji)
1.6013 (0.5432)   2.2145 (0.7630)   0.5628 (0.1910)  
Note: for class variables (units not shown), value 0/1; 0 = Successful. The number of poor quality seedlings was counted at the sample plot level.
* significant at 0.05, ***significant at 0.001 level. ns = non-significant at 0.05 level.
Table 5. Covariances of the random effects at the sample plot level (lower triangle) and random stand level errors (upper triangle) for the number of individually grown Scots pine seedlings (n1), processing units (n2) and broadleaves (n3). Standard errors and significances are shown in parentheses.
Response variable n1 n2 ln(n3+1)
n1 0.1819
(0.1507 ns)
–0.0314
(0.044 ns)
n2 2.0482
(0.3378 ***)
–0.0317
(0.0361 ns)
ln(n3+1) –0.0761
(0.0736 ns)
0.7188
(0.1187 ***)
*** significant at 0.001 level, ns = non-significant at 0.05 level.
Table 6. Influence of fixed and random effects on the total variation of the number of individual Scots pine seedlings (n1), processing units (n2) and broadleaves (n3).
  Full model Empty model Influence of fixed effects
(%)
Response Variance
estimate
Std. error ICC (%) Variance
estimate
Std. error ICC (%)
Stand level
n1 0.2406 0.1854 8.6 0.5720 0.3651 15.5 58
n2 0.0175 0.1358 0.4 0.5072 0.4218 7.3 97
ln(n3+1) 0.0222 0.0192 6.6 0.0223 0.0193 6.5 0.4
Sample plot level
n1 2.5641 0.2951 -- 3.1265 0.3598 -- 18
n2 4.9040 0.5821 -- 6.4720 0.7675 -- 24
ln(n3+1) 0.3167 0.0365 -- 0.3204 0.0369 -- 1
Note: Full models are presented in Table 4. Empty models refer to sub-models estimated without fixed predictors. ICC refers to Intra Class Correlation.