Advanced method to refine waveform smeared by jitter in waveform sampler measurement

H. Okawara
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引用次数: 2

Abstract

Mixed signal ATE (Automated Test Equipment) often integrates a waveform sampler for testing UHF signals. While performing under-sampling, slow jitter greatly influences the captured signal which is reconstructed into a meaningful waveform by manner of coherent waveform reconstruction. The purpose of this work is to remove slow jitter effects from a high-speed digital signal measured by a waveform sampler and to reconstruct a clear waveform and eye pattern. The test signal is a PRBS (Pseudo Random Binary Sequence) bit stream with slow jitter. The PRBS signal becomes an extreme wideband multi-tone from a spectrum point of view, so capturing such a signal with a waveform sampler needs a carefully organized test plan based on the coherent condition. Measured data is reconstructed into a meaningful waveform by reshuffling the sequence of the sampled points. Jitter in the signal is a kind of PM (Phase Modulation) which smears the spectrum. So the point of processing is to demodulate the PM signal and then restore the original multi-tone components. An elegant mathematical equation is introduced to perform the carrier tone recovery. Because of the multi-tone structure, processing needs to be applied to each one of the tone components. First, the PM effect is removed from each tone, and then each tone needs to be compensated amplitude loss by referencing the original tone power. Finally processing successfully reconstructs a clear PRBS waveform and a big eye opening. This paper reports the signal processing in detail with showing 7 Gbps 127-bit PRBS waveform.
一种改进波形采样器测量中抖动干扰波形的方法
混合信号ATE(自动测试设备)通常集成一个波形采样器来测试UHF信号。在进行欠采样时,缓慢抖动对捕获的信号有很大影响,通过相干波形重建的方式将捕获的信号重构为有意义的波形。这项工作的目的是消除由波形采样器测量的高速数字信号的缓慢抖动效应,并重建清晰的波形和眼纹。测试信号是一个具有缓慢抖动的PRBS(伪随机二进制序列)比特流。从频谱的角度来看,PRBS信号成为一个极宽带多音,因此用波形采样器捕获这样的信号需要根据相干条件精心组织测试计划。通过重新洗牌采样点的顺序,将测量数据重构为有意义的波形。信号中的抖动是一种相位调制(PM),它使频谱变得模糊。所以处理的重点是对调频信号进行解调,然后恢复原来的多音分量。引入了一个简洁的数学方程来实现载波音的恢复。由于多音结构,需要对每一个音成分进行处理。首先,从每个音调中去除PM效应,然后通过参考原始音调功率来补偿每个音调的幅度损失。最后处理成功重建了清晰的PRBS波形和大睁眼。本文详细报道了信号处理,给出了7gbps 127位PRBS波形。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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