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首页> 外文期刊>International Journal of Applied Engineering Research >Statistical Properties of Voltage Unbalance Factor in Three-Phase Power Systems
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Statistical Properties of Voltage Unbalance Factor in Three-Phase Power Systems

机译:三相电力系统中电压不平衡因子的统计特性

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摘要

Three-phase power systems under sinusoidal steady-state condition are commonly analyzed by means of the well-known symmetrical component transformation. The main assumption underlying such a transformation is symmetry of the phases of a power system. In modern power systems, however, phase symmetry cannot be guaranteed for several reasons, e.g., large single-phase loads including high-speed railway systems. Nonsymmetrical phase condition results in negative-sequence voltages even if the three-phase source is balanced. This phenomenon is called voltage unbalance emission. Therefore, the ratio between the negative-sequence voltage and the positive-sequence voltage (i.e., the so called voltage unbalance factor, VUF) is defined to provide a quantitative measure of phase asymmetry effects. VUF usually takes small values (e.g., 1-2%) and therefore its measurement can be significantly affected by additive noise. In this work, the statistical properties of VUF are derived in closed form as functions of input noise level in a measurement system based on analog-to-digital conversion of voltage waveforms and spectrum evaluation through the discrete Fourier transform. In particular, it is shown that the magnitude of VUF can be regarded as a random variable with Rician distribution. Numerical simulations are performed in order to validate the probability density function, the cumulative distribution function, the mean and the standard deviation of VUF.
机译:通常通过众所周知的对称分量变换来分析正弦稳态条件下的三相电力系统。进行这种转换的主要假设是电力系统相位的对称性。但是,在现代电力系统中,由于多种原因不能保证相位对称,例如,包括高速铁路系统在内的大的单相负载。即使三相电源是平衡的,非对称相位也会导致产生负序电压。这种现象称为电压不平衡发射。因此,定义负序电压和正序电压之间的比率(即所谓的电压不平衡因数VUF)以提供相位不对称效应的定量度量。 VUF通常取较小的值(例如1-2%),因此其测量可能会受到附加噪声的显着影响。在这项工作中,在基于电压波形的模数转换和通过离散傅里叶变换进行频谱评估的测量系统中,作为输入噪声电平的函数,以封闭形式导出了VUF的统计属性。特别地,显示了可以将VUF的大小视为具有Rician分布的随机变量。为了验证VUF的概率密度函数,累积分布函数,均值和标准偏差,进行了数值模拟。

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