Fitted natural log of the standard deviation for each factor level or combination of factor levels.
Use the Means table to understand the statistically significant differences between the factor levels. The value of each factor level provides an estimate of the log of each population standard deviation. Look for differences between factor level standard deviations for terms that are statistically significant.
For main effects, the table displays the groups within each factor and their log standard deviations. For interaction effects, the table displays all factor level combinations. If an interaction term is statistically significant, do not interpret the main effects without considering the interaction effects.
In these results, the Means table shows how the strength of insulation varies by material, injection pressure, injection temperature, and cooling temperature. Material is the only factor that is statistically significant at the 0.05 level. However, the interaction between Material and InjPress is also statistically significant at the 0.05 level, so do not interpret the Material main effect without considering the interaction effect.
For the interaction of material by injection pressure, the standard deviation of strength (0.4840) is lower when formula 2 is used and injection pressure is set at 150. For the material, the standard deviation of strength is lower when formula 2 (0.8716) is used than when formula 1 (2.2757) is used.
Fitted Mean SE Mean Fit
Term (Transformed) (Transformed) (Original)
Formula1 0.8223 0.0692 2.2757
Formula2 -0.1375 0.0692 0.8716
75 0.4347 0.0692 1.5444
150 0.2502 0.0692 1.2842
85 0.3147 0.0692 1.3698
100 0.3702 0.0692 1.4480
25 0.4053 0.0692 1.4998
45 0.2795 0.0692 1.3224
Formula1 75 0.4186 0.0979 1.5199
Formula2 75 0.4507 0.0979 1.5694
Formula1 150 1.2259 0.0979 3.4074
Formula2 150 -0.7256 0.0979 0.4840