Barely Significant

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highly significantqualifiedgold
The significance of the regression equation can be tested by the F-test: F = ( Q x m ) / ( Q e n − m − 1 ) When the F-value ≧ Fe(m, n − m − 1), then the regression equation is significant at the significance level α, as follows: When F ≥ F 0.01 ( m , n − m − 1 ) , the regression equation is highly significant; When F 0.01 ( m , n − m − 1 ) ≥ F ≥ F 0.05 ( m , n − m − 1 ) , the regression equation is significant; When F 0.05 ( m , n − m − 1 ) ≥ F ≥ F 0.1 ( m , n − m − 1 ) , the regression equation is significant at the 0.1 level; When F < F 0.1 ( m , n − m − 1 ) , the regression equation is not significant.
quite significantqualifiedgold
Burnishing with n p = 3 indenter passes decreases the amount of austenite to 37 vol.%, while five-pass burnishing causes a quite significant deformation decomposition of austenite, with the formation of 80 vol.% of deformation martensite in the surface layer with a thickness of 100 μm.