1985The Journal of Chemical PhysicsRequires access

The translational friction coefficient and time dependent cluster size distribution of three dimensional cluster–cluster aggregationa),b)

Paul Meakin, Zhongying Chen, J. M. Deutch

Open publisher page 105 citations

Abstract

The diffusion coefficient of clusters 𝒟 formed by cluster–cluster aggregation is computed according to the Kirkwood–Riseman Theory. In three dimensions one finds 𝒟 proportional to sγ where s is the number of particles in the cluster and γ=−0.544±0.014. This relationship is employed to simulate the time evolution of the cluster size distribution Ns(t) which is found to exhibit simple scaling behavior Ns(t) ∼s−2g(s/tz) with z∼1.1.

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The diffusion coefficient of clusters 𝒟 formed by cluster–cluster aggregation is computed according to the Kirkwood–Riseman Theory. In three dimensions one finds 𝒟 proportional to sγ where s is the number of particles in the cluster and γ=−0.544±0.014. This relationship is employed to simulate the time evolution of the cluster size distribution Ns(t) which is found to exhibit simple scaling behavior Ns(t) ∼s−2g(s/tz) with z∼1.1.

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Available abstract

The diffusion coefficient of clusters 𝒟 formed by cluster–cluster aggregation is computed according to the Kirkwood–Riseman Theory. In three dimensions one finds 𝒟 proportional to sγ where s is the number of particles in the cluster and γ=−0.544±0.014. This relationship is employed to simulate the time evolution of the cluster size distribution Ns(t) which is found to exhibit simple scaling behavior Ns(t) ∼s−2g(s/tz) with z∼1.1.

Key concepts: Cluster (spacecraft), Cluster size, Scaling, Diffusion, Distribution (mathematics), Statistical physics, Physics, Mathematics

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