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本文研究的是单一多体不可逆聚集方程的解,从广义Smoluchovski方程出发,分别讨论凝结核为K(i1,i2,…,in)=const和凝结核为K(i1,i2,…,in)=sumfrom i=1 to n(il)的精确解,求出集团的体积分布Cm(t)。并且还讨论它们的长时行为。In this paper, we investigate the solution of the generlized Smoluchovski equation related to w-polymer. The exact solution of this equation with kernel K(i1,i2,…,in)=const and K(i1,i2,…,in)=sumfrom i=1 to n(il) il are discussed for monodisperse condition. we obtain their explict expressions of the size distrbution C(t), respectively. In addition, we discuss their long term behaviors.
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