作者: F Leyvraz
DOI: 10.1088/0305-4470/16/12/032
关键词: Kinetics 、 Diagonal 、 Thermodynamics 、 Coagulation (water treatment) 、 Kinetic equations 、 Finite mass 、 Physics 、 Type (model theory)
摘要: The kinetic equations of coagulation with kernels Rij are studied for both factorisable (Rij=rirj) and diagonal (Rij=Ai delta ij) kernels. It is rigorously shown that they allow solutions the type cj(t)=aj/t suitably chosen aj. These further to have finite mass if Rjj approximately jd d>1. asymptotic behaviour aj also found agree numerous previous findings.