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Prediction of pre-breakdown V-I characteristics of an electrostatic precipitator using a combined boundary element-finite difference approach

机译:结合边界元-有限差分法预测静电除尘器的击穿前V-I特性

摘要

A new approach is proposed for the simulation of electrical conditions in a DC energized wire-duct electrostatic precipitator under dust free conditions. Voltage–current characteristics under clean air conditions are considered as a reference in analyzing the performance of a precipitator. This paper gives the simultaneous solution for the governing Poisson's and current continuity equations using a combined Boundary Element and Finite Difference Method over a one-quarter section of the precipitator. The solution of the domain integral, which represents the effect of space charges in the Poisson's equation, is also simplified using a numerical technique.ududThe significant features of this paper are, reduced problem domain and hence less memory space and cost, less number of iterations and closer agreement of voltage–current characteristics with published experimental data when compared to other methods. The results are validated against the data obtained from experiments conducted by authors on a laboratory scale precipitator at Bharat Heavy Electricals, Ranipet, India. The distribution of electric field and current density along the plate have also been presented and discussed in this paper.
机译:提出了一种在无尘条件下模拟直流通电的导线式静电除尘器中电气条件的新方法。洁净空气条件下的电压-电流特性可作为分析除尘器性能的参考。本文采用边界元和有限差分法相结合的方法,在除尘器的四分之一截面上,给出了控制泊松和电流连续性方程的同时解。使用数值技术也简化了表示积分在Poisson方程中的空间电荷影响的域积分的解决方法。 ud ud本文的重要特征是减少了问题域,因此减少了存储空间和成本,并减少了与其他方法相比,迭代次数和电压-电流特性与已发布的实验数据更加一致。根据作者在印度Ranipet的Bharat Heavy Electricals的实验室规模除尘器上进行的实验所获得的数据对结果进行了验证。本文还介绍并讨论了沿板的电场和电流密度分布。

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