Wei Shi, Jiaxin Liu, Abhishek Mukherjee, Xiangxing Yang, Xiyuan Tang, Linxiao Shen, Wenda Zhao, Nan Sun
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引用次数: 6
Abstract
A high-order CTDSM can provide high resolution with a small OSR, but its design suffers from a few challenges. First, it requires a large number of OTAs [1]. This increases the design complexity and power. In addition, each OTA contributes extra phase delay, whose reduction requires increasing the OTA BW, further increasing power. Second, it is harder to stabilize, especially considering PVT variations. For example, a slight change in the RC time constant can cause instability. One way to address these issues is to use a passive discrete-time (DT) noise-shaping (NS) SAR ADC as quantizer [2], [3]. In [2], a 3rdorder DSM is built with only 1 OTA and a 2ndorder NS-SAR. Since it is set by device ratios, the NTF of a NS-SAR is PVT-robust. Hence, the 3rd order DSM stability is equivalent to that of a 1storder CTDSM, which is easy to ensure. Nevertheless, because its CT front-end provides only 1storder shaping, it cannot provide sufficient suppression for noises coming from later stages, limiting its SNDR to 70dB. Reference [3] increases the CT front-end order to 2 by using a single-amplifier-biquad (SAB), but its NS-SAR is only 1storder with a mild zero at 0.5, which limits its achievable resolution. Overall, both [2] and [3] achieve only 3rd order shaping with a Schreier FoM limited to 171dB.
高阶CTDSM可以用小OSR提供高分辨率,但其设计存在一些挑战。首先,它需要大量的ota[1]。这增加了设计的复杂性和功率。此外,每个OTA都会产生额外的相位延迟,降低相位延迟需要增加OTA的BW,从而进一步提高功率。其次,很难稳定,特别是考虑到PVT的变化。例如,RC时间常数的微小变化可能导致不稳定。解决这些问题的一种方法是使用无源离散时间(DT)噪声整形(NS) SAR ADC作为量化器[2],[3]。在[2]中,仅使用1个OTA和一个2阶NS-SAR构建了一个3阶DSM。由于NTF是由设备比例决定的,因此NS-SAR的NTF具有pvt鲁棒性。因此,三阶DSM的稳定性等同于一级CTDSM的稳定性,易于保证。然而,由于其CT前端仅提供1阶整形,因此无法对来自后期的噪声提供足够的抑制,从而将其SNDR限制在70dB。参考文献[3]通过使用单放大器-双放大器(SAB)将CT前端阶数增加到2,但其NS-SAR仅为1阶,在0.5处为轻度零,这限制了其可实现的分辨率。总的来说,[2]和[3]都只能实现三阶整形,Schreier FoM限制在171dB。