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Fractional lags in alternating codes: Improving incoherent scatter measurements by using lag estimates at noninteger multiples of baud length

机译:交替代码中的分数滞后:通过在波特长度的非整数倍处使用滞后估计来改进非相干散射测量

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Alternating codes are nowadays a standard measurement technique in the incoherent scatter observations. In most conditions they give the best accuracy for the plasma autocorrelation function estimates in the E and F region measurements. We explain here how oversampling can be used to further increase the speed of the experiments. In an oversampled alternating code the sampling interval and the length of the postdetection filter are a fraction of the baud length, and autocorrelation function estimates are calculated both for integer lag values, which are multiples of the baud length, and for the intermediate values, which are called fractional lags. We show that alternating codes with fractional lags give data for multiple range resolutions and that the experiments are always more efficient than the standard alternating code experiments. Finally, we study how the oversampling affects the signal processing.
机译:如今,在非相干散射观测中,交替编码是一种标准的测量技术。在大多数情况下,它们为E和F区域测量中的血浆自相关函数估计提供了最佳精度。我们在这里说明如何使用过采样来进一步提高实验速度。在过采样的交替码中,采样间隔和后检测滤波器的长度是波特长度的一小部分,并且针对整数延迟值(是波特长度的倍数)和中间值都计算了自相关函数估计被称为分数滞后。我们证明了具有小数滞后的交替代码可以提供多种范围分辨率的数据,并且该实验总是比标准交替代码实验更有效。最后,我们研究过采样如何影响信号处理。

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