Abstract
The time needed (time-lag) for aerosols and hydrosols to reach the self-preserving state by coagulation is investigated. A discretesectional model is used to calculate new, accurate, self-preserving distributions in the free-molecular and continuum regimes. Correlations for the corresponding time-lags for arbitrary broad, initially log-normal distributions are presented in dimensionless form and compared with literature data. Practical applications are given indicating that industrial aerosols rapidly attain the self-preserving state.
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