A NUMERICAL PROCEDURE FOR COMPUTING THE VOLTAGE-CURRENT CHARACTERISTICS IN ELECTROSTATIC PRECIPITATOR CONFIGURATIONS

被引:36
作者
LAMI, E
MATTACHINI, F
GALLIMBERTI, I
TURRI, R
TROMBONI, U
机构
[1] ENEL, Centro Ricerca Termica, 56122 Pisa
[2] Università di Padova, Dip. Ingegneria Elettrica, 35131 Padova
[3] IR.S. Srl, 35139 Padova
关键词
D O I
10.1016/0304-3886(94)00030-Z
中图分类号
TM [电工技术]; TN [电子技术、通信技术];
学科分类号
0808 ; 0809 ;
摘要
A simple and effective numerical procedure is described for computing the steady-state corona current distribution in electrostatic precipitator (ESP) configurations. Based on a finite difference scheme, it solves the coupled system of the Poisson equation and the space-charge drift formula in complex bidimensional geometries, taking into account the statistical size distribution of the particulate and the corresponding charging processes. A rigorous approach has been used for the space-charge drift, whose application is not restricted by the limitations of the commonly applied Deutsch approximation. This procedure represents a valuable design tool for predicting and comparing the performance, in terms of current and electric field distributions, of different (ESP) configurations and for optimising their geometric parameters (wire cross-section, wire-wire and wire-plate distances, shape of collecting electrodes, etc.). Examples of application on practical ESP geometries are reported.
引用
收藏
页码:385 / 399
页数:15
相关论文
共 13 条
[1]  
OOglesby, Nichols, Electrostatic Precipitation, (1978)
[2]  
Cooperman, A theory of space-charge-limited currents with application to electrical precipitation, AIEE Trans., 79, pp. 47-50, (1960)
[3]  
Gooch, Francis, A theoretically based mathematical model for calculation of electrostatic precipitator performance, J. Air Pollution Control Assoc., 25, 2, pp. 108-113, (1975)
[4]  
Smith, McDonald, Calculation of the charging rate of fine particles by unipolar ions, J. Air Pollution Control Assoc., 25, 2, pp. 168-172, (1975)
[5]  
Cristina, Dinelli, Feliziani, Numerical computation of corona space charge and V-1 characteristics in DC electrostatic precipitators, IEEE Trans. Ind. Appl., 27, pp. 147-153, (1991)
[6]  
White, Industrial Electrostatic Precipitation, (1963)
[7]  
Jones, On the drift of gaseous ions, J. Electrostatics, 27, pp. 283-318, (1992)
[8]  
Sigmond, Simple approximate treatment of unipolar space-charge-dominated coronas: the Warburg law and the saturation current, J. Appl. Phys., 53, pp. 891-898, (1982)
[9]  
Jones, Davies, A critique of the Deutsch assumption, J. Phys. D: Appl. Phys., 25, pp. 1749-1759, (1992)
[10]  
Bouziane, Hidaka, Tapamacioglu, Waters, Verification of direct-current corona models employing the Deutsch approximation, Gaseous Dielectric, 6, (1990)