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Simple algorithm for calculating the total electric field of high-voltage direct current transmission lines

机译:计算高压直流输电线路总电场的简单算法

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摘要

The basic equations of high-voltage direct current transmission lines' ion current field are consisted of electric field Poisson equation, ion current density equation and the current continuity equation, hence, the key to calculating total electric field is to solve the non-linear differential equations, but the calculation process is very complicated. A simple algorithm is proposed to solve the problem in this study. First, the charge simulation method, an accurate numerical method, is employed to calculate the distribution of the electrical fields of a conductor. Then, the thought of emission charge is referred to calculate total electric field strength, this method does not need to adopt Deutsch hypothesis, and it avoids solving complex differential equations; hence, the calculation process can be greatly simplified. Finally, it is found that the calculated values agree satisfactorily with data measured on laboratory models and full-scale test lines.
机译:高压直流输电线路离子电流场的基本方程由电场泊松方程,离子电流密度方程和电流连续性方程组成,因此计算总电场的关键是求解非线性微分。方程,但计算过程非常复杂。提出了一种简单的算法来解决该研究中的问题。首先,采用电荷模拟方法(一种精确的数值方法)来计算导体电场的分布。然后,参考发射电荷的思想来计算总电场强度,该方法无需采用Deutsch假设,避免了求解复杂的微分方程。因此,可以大大简化计算过程。最后,发现计算值与在实验室模型和满量程测试线上测得的数据令人满意地吻合。

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  • 来源
    《Generation, Transmission & Distribution, IET 》 |2014年第1期| 187-192| 共6页
  • 作者

    Li Y.-M.; Li W.;

  • 作者单位

    State Key Lab. of Power Transm. Equip. & Syst. Security & New Technol., Chongqing Univ., Chongqing, China|c|;

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  • 正文语种 eng
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