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气相中原子分子成簇动力学 I. 动力学的基本模型
引用本文:史扬,高振,朱起鹤,孔繁敖.气相中原子分子成簇动力学 I. 动力学的基本模型[J].物理化学学报,1996,12(3):196-201.
作者姓名:史扬  高振  朱起鹤  孔繁敖
作者单位:State Key Laboratory of Molecular Reaction Dynamics Institute of Chemistry,Academia Sinica,Beijing 100080
摘    要:提出了气相原子,分子碰撞形成团簇的动力学一般模型,认为具有特定组分份单元的粒子经碰撞后可任意组合成团簇,各缔合速率常数随团簇的尺寸和结构特征而变化,团簇的热解离速率主要取决于断键数,因此裂解出小碎片的几率较大,将上述模型用动力学方程表示,可计算在不同时刻的团簇尺寸分布,最后分析了激光烧蚀,电弧放电等几种形成团簇的方法的具体条件。

关 键 词:团簇  成簇动力学  团簇尺寸分布  
收稿时间:1995-05-26
修稿时间:1995-09-11

Atomic and Molecular Clustering Kinetics in Gas Phase I.Basic Model of Chemical Kinetics
Shi Yang,Gao Zhen,Zhu Qi-He,Kong Fan-Ao.Atomic and Molecular Clustering Kinetics in Gas Phase I.Basic Model of Chemical Kinetics[J].Acta Physico-Chimica Sinica,1996,12(3):196-201.
Authors:Shi Yang  Gao Zhen  Zhu Qi-He  Kong Fan-Ao
Institution:State Key Laboratory of Molecular Reaction Dynamics Institute of Chemistry,Academia Sinica,Beijing 100080
Abstract:A general model is suggested for the kinetics of clustering processes. It is considered that cluster species are composed of units of specific composition. Arbitrary combinations occur between the species. The association rate constant depends on the cluster size and the structural feature. The dissociation rate constant mainly depend on the number of bonds broken during dissociation. Thus the small fragments are easier to be cleavaged. The master equations for the kinetic model are given. They can be used for the numercial calculation of the cluster distribution at various time. Finally, the clustering processes during laser ablation and arc discharge are discussed.
Keywords:Cluster  Clustering kinetics  Size destribution of cluster
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