CLUSTER SIZE DISTRIBUTION IN THE n-POLYMER COAGULATION PROCESSES AND THE JOINT COAGULATION PROCESSES
Ong L · Acta Physica Sinica · 1992
We have considered coagulation processes containing n-polymer interactions by means of a generalized Smoluchovski's equation, which is solved as a monodisperse initial-value problem to the kernel: According to the connection between model we obtain the pre-gel solution of the latter model. We also study a kind of joint coagulation process containing two-polymer and three-polymer collisions with the kernel K2(i, j)=i+j and K3(i,j,k) = i+j+k and get the explicit expression of Cm(t). Finally, we discuss the long-term behavior of Cm(t), Which can be extented to the general case.