Abstract
The dynamic lattice liquid (DLL) model is proposed as a universal tool for investigating various aggregation processes. This model allows to perform simulations in systems with constant number of particles and explicit presence of a solvent. The fractals growth is investigated in the systems with different initial concentration of cluster forming particles. It is shown that fractal dimension increases with increasing initial concentration of particles which build up the cluster. The presented results show that DLL algorithm properly reflects structural and dynamic properties of such process.
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