具有恒定输入的mast1.1 -1数字δ σ调制器序列长度的计算

K. Hosseini, M. Kennedy, Cathal McCarthy
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引用次数: 16

摘要

了解无抖动数字δ σ调制器(DDSM)与输入、初始条件和量化器模量相关的精确序列长度,使设计人员能够预测杂散间隔。对于某些应用,如分数n频率合成器,了解序列长度是必要的。本文计算了由一阶误差反馈调制器(EFM)组成的多级噪声整形(MASH) DDSMs的序列长度。给出了一阶和二阶调制器在所有可能输入、初始条件和模的情况下计算序列长度的精确公式。在三阶调制器的情况下,找到了不能被3整除但能被4整除的特殊情况下的序列长度。
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Calculation of sequence lengths in MASH 1-1-1 digital delta sigma modulators with a constant input
Knowledge of exact sequence lengths of undithered digital delta sigma modulators (DDSM) with respect to the input, initial conditions, and quantizer modulus, enables designers to predict spur intervals. It is necessary to know the sequence length for some applications such as fractional-N frequency synthesizers. In this paper, sequence lengths of multi stAge noise SHaping (MASH) DDSMs comprising first order error feedback modulators (EFM) up to three stages are calculated. Exact formulae for calculating sequence lengths with all possible inputs, initial conditions and moduli are provided for first and second order modulators. In the case of a third order modulator, the sequence length is found for the special case when it is not divisible by 3 but it is divisible by 4.
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