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- W2003144790 abstract "The exact solutions of the rate equations of the n-polymer stochastic aggregation involving two types of clusters, active and passive for the kernel ∏nk = 1sik(sik = ik) and ∑nk = 1sik(sik = ik), are obtained. The large-mass behaviours of the final mass distribution of the active and passive clusters have scaling-like forms, although the models exhibit different properties. Respectively, they have different decay exponents γ = (2n + 1)/(2(n-1)) and γ = q + (2n + 1)/(2(n-1)) for ∏nk = 1sik(sik = ik) and γ = 3/(2(n-1)) and γ = q + 3/(2(n-1)) for ∑nk = 1sik(sik = ik), which include exponents of two-polymer stochastic aggregation. We also find that gelation is suppressed for kernel ∏nk = 1sik(sik = ik) which is different from the deterministic aggregation." @default.
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- W2003144790 date "2002-06-19" @default.
- W2003144790 modified "2023-09-24" @default.
- W2003144790 title "Mass distribution in n-polymer stochastic aggregation and large-mass behaviour" @default.
- W2003144790 doi "https://doi.org/10.1088/1009-1963/11/7/307" @default.
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