28.2 An 11.4mW 80.4dB-SNDR 15MHz-BW CT delta-sigma modulator using 6b double-noise-shaped quantizer

Taewook Kim, Changsok Han, N. Maghari
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引用次数: 16

Abstract

Quantizers are key building blocks in both continuous-time (CT) and discrete-time (DT) delta-sigma modulators (DSMs). Among various types of quantizers, noise-shaping quantizers such as VCO-based quantizers and noise-shaped integrating quantizers (NSIQ) [1] are attractive solutions since they provide an additional order of quantization noise shaping. On one hand, VCO-based quantizers are relatively fast, but are often non-linear. On the other hand, NSIQs suffer from a tradeoff between the counting clock speed and resolution, but can be very linear. Nevertheless, the NSIQ offers an interesting benefit that the quantization error is inherently available in both time and voltage domains. Thus, the NSIQ can be easily extended to provide an additional order of noise shaping. In this paper, we propose a double noise-shaping quantizer (DNSQ) incorporating an NSIQ and a gated-ring-oscillator-based (GRO-based) quantizer [2] that not only provides 6b quantization levels with a back-end digital integrator [3], but also offers two extra orders of noise-shaping.
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28.2采用6b双噪声形量化器的11.4mW 80.4dB-SNDR 15MHz-BW CT δ - σ调制器
量化器是连续时间(CT)和离散时间(DT) delta-sigma调制器(DSMs)的关键组成部分。在各种类型的量化器中,噪声整形量化器,如基于vco的量化器和噪声形积分量化器(NSIQ)[1]是很有吸引力的解决方案,因为它们提供了额外的量化噪声整形阶数。一方面,基于vco的量化器相对较快,但通常是非线性的。另一方面,nsiq在计数时钟速度和分辨率之间进行权衡,但可能是非常线性的。然而,NSIQ提供了一个有趣的好处,即量化误差在时间和电压域都是固有的。因此,可以很容易地扩展NSIQ,以提供额外的噪声整形顺序。在本文中,我们提出了一种双噪声整形量化器(DNSQ),结合了NSIQ和基于门环振荡器(gro)的量化器[2],它不仅通过后端数字积分器[3]提供了6b量化电平,而且还提供了两个额外的噪声整形阶数。
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