用灰度码校正8位延迟线ADC的谐波失真

Hsun-Cheng Lee, J. Abraham
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引用次数: 2

摘要

谐波失真校正(HDC)是一种有效的数字校正技术,用于估计和校正模拟电路中的误差和失真。然而,收敛时间仍然是一个问题。在本文中,我们建议为HDC注入周期性的3位灰码序列,以数字校准8位延迟线ADC。在我们的仿真结果中,与原始SNDR 25.6 dB和原始SFDR 25.7 dB相比,使用灰码注入的数字校准将SNDR和SFDR分别提高到42.5 dB和45.4 dB,校准时间为13.5毫秒,比注入伪随机数(860毫秒)快64倍。224个样本平均后SNDR收敛到41.6 dB,注入伪随机数后SNDR收敛到41.5 dB。
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Harmonic distortion correction for 8-bit delay line ADC using gray code
Harmonic distortion correction (HDC) is an effective digital calibration technique to estimate and correct errors and distortions in an analog circuit. However, the convergence time is still a concern. In this paper, we propose the injection of a periodic 3-bit gray code sequence for HDC to digitally calibrate an 8-bit delay line ADC. In our simulation results, digital calibration with the gray code injection improves SNDR and SFDR to 42.5 dB and 45.4 dB, respectively, compared with the original SNDR of 25.6 dB and the original SFDR of 25.7 dB, with a 13.5 milliseconds calibration time, which is 64X faster than with injection of pseudorandom numbers (860 milliseconds). Also the SNDR converges to 41.6 dB after averaging 224 samples, while the SNDR with injection of pseudorandom numbers converges to 41.5 dB after 237 samples.
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