非正弦状态下非线性元件性能的数值分析

I. Caciula, H. Andrei, E. Diaconu, D. Puchianu, M. Iordache, P. Andrei, Marilena Stănculescu, Maria Lavinia Iordache Bobaru
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引用次数: 0

摘要

分析电气设备中非线性元件的行为是特别重要的,特别是在非正弦状态下。在这种情况下,电路元件的非线性会产生额外的电流和电压谐波,使电能质量恶化,对电气设备的正常运行构成危险。有专门的经典软件工具来分析这些电路,它们不能提供有关电路的新谐波内容以及有关非正弦状态和非线性的贡献的所有必要信息。本文提出的方法解决了这一缺陷。该方法利用基于多项式定理的数学模型和电路元件的非线性特性i(u)。一种新颖的符号算法既确定了不同运行状态下电流谐波的新内容,又确定了电压谐波和近似多项式i(u)系数对电流谐波的贡献。通过对两个实例的仿真结果进行比较,验证了传统仿真方法的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Method Analysis of Nonlinear Elements Behavior in Non-sinusoidal State
The analysis of the behavior of non-linear elements in electrical equipment is particularly important, especially in the non-sinusoidal regime. In this case, the non-linearity of the circuit elements generates additional current and voltage harmonics that worsen the energy quality and become dangerous for the normal operation of electrical equipment. There are specialized classical software tools for the analysis of these circuits that do not provide all the necessary information about the new harmonic content of the circuit and about the contributions of non-sinusoidal regime and non-linearity. This deficiency is solved by the method proposed by the authors. The method uses a mathematical model based on the multinomial theorem and the nonlinear characteristic i(u) of the circuit element. An original symbolic algorithm determines both the new content of the current harmonics for different operating regimes as well as the contributions of the voltage harmonics and the coefficients of the approximation polynomial i(u) to the current harmonics. The results obtained on two studied cases are compared with traditional simulation techniques and validated by their accuracy.
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