To successfully reduce the occurrence of aluminum powder explosion accidents, this study uses a statistical analysis approach to examine the relation between 14 particle size parameters (D10–D90, D3,2, D4,3, σD, PSS, and SSA) and 5 explosion intensity parameters (Pmax, (dP/dt)max, Kst, t1 min, and t2 min). Note that D10–D90 represent the 10th–90th percentiles of particle size distribution, respectively, unit: μm; D3,2 is the average diameter of surface area momentum, unit: μm; D4,3 represents the average diameter of volume momentum, unit: μm; σD represents the particle size polydispersity; PSS is the particle size span, unit: μm; and SSA is the specific surface area, unit: m2·kg−1; Pmax is the maximum explosion pressure, unit: MPa; (dP/dt)max is the maximum explosion pressure increase rate with time, unit: MPa·s−1; Kst is the explosion index, unit: MPa·m·s−1; t1 represents the time from the start of ignition to the time when the maximum pressure is attained in the 20-L explosion sphere cavity, unit:·s, t2 represents the time from the start of ignition to the time when the explosion pressure increase rate reaches the maximum value, unit:·s. The t1 min and t2 min represent the minimum value of t1 and t2, respectively, unit:·s. The stepwise regression method is used to screen the effective particle size parameters that can describe the effect of particle size distribution on the explosive intensity of aluminum powder. The results indicate that σD and PSS are not recommended to characterize the particle size distribution in examining the explosion intensity. In addition, among the particle size percentiles, D10, D20, and D30 have the strongest correlation with the explosion intensity parameters. SSA has a strong correlation with (dP/dt)max and Kst, and D3,2 has a strong correlation with Pmax and t2 min. The correlation of the small particle size percentiles D10 and D20 with Pmax as obtained by the stepwise regression method is statistically significant. Moreover, the correlations of SAA with (dP/dt)max and Kst; D10, D3,2, and D30 with t1 min; and D10 and SSA with t2 min are statistically significant. Therefore, it is advised to use particle size percentiles (D10–D30) and D3,2 to describe the particle size distribution when examining the explosion intensity. Furthermore, we should focus on the proportion of small-particle-size aluminum powder components (D10–D30).
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