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Approximations introduced by lumped resistances in a transmission line model

机译:传输线模型中集总电阻引入的近似值

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This paper analyzes the discretization error caused by lumping the distributed resistance of the line. The error depends on the variation of the current along the line. The greatest deviation for a line model with three lumped resistances occurs in general for frequencies where the length of the line corresponds to twice the wavelength of the line multiplied by a positive integer. Examples gave an apparent resistance (i.e. the distributed resistance giving the same losses) between zero and twice the correct value. Reasonably accuracy is in most cases to be expected for frequencies up to 75% of the value where twice the wavelength corresponds to the length of the line. The apparent resistance may, however, deviate significantly from the correct value even at low frequencies. A significant improvement may then be achieved by increasing the number of lumped resistances from 3 to 5.
机译:本文分析了由于集中线路的分布电阻引起的离散化误差。误差取决于沿线电流的变化。对于具有三个集总电阻的线模型,最大偏差通常发生在以下频率处:线的长度对应于线波长的两倍乘以正整数。实例给出了在零到正确值两倍之间的表观电阻(即,分布电阻给出了相同的损耗)。在大多数情况下,对于高达该值的75%的频率,可以期望达到合理的精度,其中两倍的波长对应于线路的长度。但是,即使在低频下,视在电阻也会明显偏离正确值。通过将集总电阻的数量从3增加到5,可以实现显着的改进。

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