摘要
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(i_1,i_2,…,i_n)=const和凝结核为K(i_1,i_2,…,i_n)=sum from i=1 to n (i_l)的精确解,求出集团的体积分布C_m(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)=(?)i1are discussed for monodisperse co
ndition. we obtain their explict expressions of the size distrbution C(t), respectively. In addition, we discuss their long term behaviors.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
1991年第8期1222-1228,共7页
Acta Physica Sinica
