Monte Carlo simulations show that initial charge heterogeneity, especially heavy-tailed Cauchy-Lorentz distributions, accelerates or delays aggregation at intermediate times while long-time behavior settles into net-charge-dependent quasi-stationary states.
Liffman, A direct simulation monte-carlo method for cluster coagulation, Journal of Computational Physics 100, 116 (1992)
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Impact of Initial Charge Distributions on the Kinetics of Charged Particle Coagulation
Monte Carlo simulations show that initial charge heterogeneity, especially heavy-tailed Cauchy-Lorentz distributions, accelerates or delays aggregation at intermediate times while long-time behavior settles into net-charge-dependent quasi-stationary states.