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带有弹性碰撞的离散的凝结方程
引用本文:郑列.带有弹性碰撞的离散的凝结方程[J].数学理论与应用,2004,24(3):97-101.
作者姓名:郑列
作者单位:湖北工业大学数理系,武汉,430068
摘    要:带有弹性碰撞的离散的凝结方程是反映粒子增长动力学的数学模型,它刻划了这样一种粒子反应系统;系统中任意两个粒子碰撞后一定的概率或者凝结成为更大的粒子,或者发生弹性碰撞.本文研究了这一系统发生冻肢的可能性,并给出了一个充分条件.

关 键 词:弹性碰撞  粒子碰撞  刻划  离散  充分条件  方程  力学  增长动力  概率  可能性

The Discrete Coagulation Equations with an Elastic Collision
Zheng Lie.The Discrete Coagulation Equations with an Elastic Collision[J].Mathematical Theory and Applications,2004,24(3):97-101.
Authors:Zheng Lie
Abstract:The discrete coagulation equations with an elastic collision describes the dynamics of cluster growth when clusters undergo binary collision resulting either in coalescence or in an elastic collision leaving the incoming clusters unchanged.Each of these two events may happen with an a priori prescribed probability depending for instance on the sizes of the colliding clusters.The possibility of the occurrence of gelation is studied in the present paper.
Keywords:Banach spaces coagulation gelation density conservation  
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