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把在源作用下两体作用的Smoluchovski方程推广到n体相互作用的广义Smoluchovski方程，讨论了系统在源作用下，核为K(i1,i2,…,in)＝(i1·i2…in)ω(0≤ω≤1)，源项为I(t)＝Iδm,1的非凝胶系统广义Smoluchovski方程的定态解，得到了不可逆聚集过程的集团尺寸分布．同时，讨论了凝胶系统的广义Smoluchovski方程发生胶凝相变在相变点附近集团尺寸分布的渐进行为.We discussed the kinetics of n-polymer aggregation processes with source-reinforced, The asymptotic expression of Cm(t) is obtained by the steady-state solution of generalized Smolu-chovski's equation with source. Universal power law distributions of cluster size are obtained in gelling systems.
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中国物理学会期刊
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