ELSIM - Problem-solving environment for electrochemical kinetic simulations. Version 3.0 solution of governing equations associated with interfacial species, independent of spatial coordinates or in one-dimensional space geometry

被引:58
作者
Bieniasz, LK
机构
[1] Inst. Phys. Chem. Pol. Acad. of Sci., Molten Salts Laboratory, 30-318 Cracow
来源
COMPUTERS & CHEMISTRY | 1997年 / 21卷 / 01期
关键词
electrochemical kinetics; interfacial phenomena; transient methods; computer simulation; governing equations; problem-solving environments;
D O I
10.1016/S0097-8485(96)00016-2
中图分类号
O6 [化学];
学科分类号
0703 ;
摘要
A third version of the program ELSIM (for IBM compatible PCs) for the simulation of electrochemical transient methods has been elaborated upon. The program has been equipped with numerical algorithms that allow solution of kinetic problems characterized by the presence of interfacial species. Problems of this kind play an important role in electrochemical kinetic studies, among others in connection with electrocatalysis, modified electrodes or oscillatory systems. The user-written governing equations may take the form of differential-algebraic equations (for the concentrations of interfacial species) independent of spatial coordinates, or partial differential equations (for the concentrations of bulk species) in one-dimensional space geometry, coupled with differential-algebraic equations. Problem formulation has also been facilitated by the inclusion of a reaction compiler, which automatically generates the text of the above governing equations for user-written reaction mechanisms. Other new features include an option for the least-squares fitting of simulated transients to experimental curves, a hypertext help facility, and enhanced performance owing to the revised formula translation based on the three-address internal code generation, and on automatic differentiation. Copyright (C) 1996 Elsevier Science Ltd
引用
收藏
页码:1 / 12
页数:12
相关论文
共 69 条
[11]   ELSIM - A PC PROGRAM FOR ELECTROCHEMICAL KINETIC SIMULATIONS - VERSION-2.0 - SOLUTION OF THE SETS OF KINETIC PARTIAL-DIFFERENTIAL EQUATIONS IN ONE-DIMENSIONAL GEOMETRY, USING FINITE-DIFFERENCE AND ORTHOGONAL COLLOCATION METHODS [J].
BIENIASZ, LK .
COMPUTERS & CHEMISTRY, 1993, 17 (04) :355-368
[12]   Automatic derivation of the governing equations that describe a transient electrochemical experiment, given a reaction mechanism of arbitrary complexity .2. Governing equations in one-dimensional geometry [J].
Bieniasz, LK .
JOURNAL OF ELECTROANALYTICAL CHEMISTRY, 1996, 406 (1-2) :45-52
[13]   A method-oriented approach to the formulation of algorithms for electrochemical kinetic simulations .2. Extension to kinetic problems characterized by the simultaneous presence of bulk and interfacial species [J].
Bieniasz, LK .
JOURNAL OF ELECTROANALYTICAL CHEMISTRY, 1996, 404 (02) :195-208
[14]   ELECTROCHEMICAL KINETIC SIMULATIONS OF MIXED DIFFUSION HOMOGENEOUS REACTION PROBLEMS BY THE SAULYEV FINITE-DIFFERENCE ALGORITHMS [J].
BIENIASZ, LK ;
BRITZ, D .
ANALYTICA CHIMICA ACTA, 1993, 278 (01) :59-70
[15]   A METHOD-ORIENTED APPROACH TO THE FORMULATION OF ALGORITHMS FOR ELECTROCHEMICAL KINETIC SIMULATIONS [J].
BIENIASZ, LK .
JOURNAL OF ELECTROANALYTICAL CHEMISTRY, 1992, 340 (1-2) :19-34
[16]  
Brenan K. E., 1989, NUMERICAL SOLUTION I
[17]  
Britz D., 1988, DIGITAL SIMULATION E
[18]  
CACECI MS, 1984, BYTE, V9, P340
[19]  
DEKKER K, 1984, STABILITY RUNGE KUTT, P255
[20]   DISTRIBUTION OF MATHEMATICAL SOFTWARE VIA ELECTRONIC MAIL [J].
DONGARRA, JJ ;
GROSSE, E .
COMMUNICATIONS OF THE ACM, 1987, 30 (05) :403-407