CIESC Journal

• Volume 3 • 上一篇    下一篇

FINITE ELEMENT METHOD FOR SOLVING TWO-DIMENSIONAL DIFFUSION-REACTION EQUATIONS OF BOUNDARY LAYER TYPE IN POROUS CATALYST PELLET

潘天舒; 孙启文; 房鼎业; 朱炳辰   

  1. East China University of Science and Technology, Shanghai 200237, China
  • 收稿日期:1993-06-17 修回日期:1993-12-07 出版日期:1995-06-28 发布日期:1995-06-28
  • 通讯作者: 潘天舒

FINITE ELEMENT METHOD FOR SOLVING TWO-DIMENSIONAL DIFFUSION-REACTION EQUATIONS OF BOUNDARY LAYER TYPE IN POROUS CATALYST PELLET

PAN Tianshu; SUN Qiwen; FANG Dingye; ZHU Bingchen   

  1. East China University of Science and Technology, Shanghai 200237, China
  • Received:1993-06-17 Revised:1993-12-07 Online:1995-06-28 Published:1995-06-28
  • Contact: PAN Tianshu

摘要: In this paper,finite element method(FEM)is used to solve two-dimensional diffu-sion-reaction equations of boundary layer type.This kind of equations are usually too complicatedand diffcult to be solved by applying the traditional methods used in chemical engineering becauseof the steep gradients of concentration and temperature.But,these difficulties are easy to be over-comed when the FEM is used.The integraded steps of solving this kind of problems by the FEMare presented in this paper.By applying the FEM to the two actual examples,the conclusion can bereached that the FEM has the advantages of simplicity and good accuracy.

关键词: finite element method;diffusion-reaction equation;boundary layer type

Abstract: In this paper,finite element method(FEM)is used to solve two-dimensional diffu-sion-reaction equations of boundary layer type.This kind of equations are usually too complicatedand diffcult to be solved by applying the traditional methods used in chemical engineering becauseof the steep gradients of concentration and temperature.But,these difficulties are easy to be over-comed when the FEM is used.The integraded steps of solving this kind of problems by the FEMare presented in this paper.By applying the FEM to the two actual examples,the conclusion can bereached that the FEM has the advantages of simplicity and good accuracy.

Key words: finite element method, diffusion-reaction equation, boundary layer type