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Furthermore, the effect of critical particles on crack nucleation is statistically characterized.
From the balance of the detachment force and adhesive force for a critical particles size, above which particles are detached and below which they remain on the substrate, the interfacial specific energy is calculated.
According to Minkkinen (2004) the grinding of the grain in a preparatory mill (e.g. RAS mill) would reduce the uncertainty from the first sub-sampling as the number of critical particles increases.
According to sampling theory, the uncertainty from sample reduction (Ur) is inversely proportional to the square-root of the average number of critical particles in the sample (Minkkinen 2004).
Similar(56)
The hysteresis width vanishes at a critical particle size.
This is explained by the critical particle size concept.
The relations of critical particle size and of critical particle volume fraction at brittle ductile transition to particle size distribution are analyzed, respectively.
By considering these two factors, the critical particle size is predicted to be around 10 nm based on theoretical analysis.
The model predicts that there exists a critical particle size for cavitation.
The critical particle size at which heat transfer dominates chemical kinetics is discussed.
A critical particle concentration was also identified above which bridging occurs.
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