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Nonlinear Stability Prediction of Multibit Delta-Sigma Modulators for Sinusoidal Inputs

机译:正弦输入的多位Delta-Sigma调制器的非线性稳定性预测

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摘要

This paper proposes a novel algorithm that can be integrated with various design and evaluation tools, to more accuratelyudand rapidly predict stability in multi-bit delta-sigma (Δ-Σ) modulators. Analytical expressions using the nonlinear gains from theudconcept of modified nonlinearity in control theory are incorporated into the mathematical model of multi-bit Δ-Σ modulators to predictudthe stable amplitude limits for sinusoidal input signals. The nonlinear gains lead to a set of equations which can numerically estimateudthe quantizer gain as a function of the input sinusoidal signal amplitude. This method is shown to accurately predict the stableudamplitude limits of sinusoids for 2nd-, 3rd-, 4th-, 5th- and 6th-order 3- and 5-level mid-tread quantizer based Δ-Σ modulators. Theudalgorithm is simple to apply and can be extended to midrise quantizers or to any number of quantizer levels. The only required inputudparameters for this algorithm are the number of quantizer levels and the coefficients of the noise transfer function.
机译:本文提出了一种新颖的算法,该算法可以与各种设计和评估工具集成在一起,以更准确地迅速理解多位Δ-Σ(Δ-Σ)调制器的稳定性。使用控制理论中来自修正非线性概念的非线性增益的解析表达式被合并到多位Δ-Σ调制器的数学模型中,以预测正弦输入信号的稳定幅度极限。非线性增益导致了一组方程,这些方程可以根据输入正弦信号幅度在数字上估算 ud量化器增益。该方法显示出可以准确预测基于2级,3级,4级,5级和6级3级和5级中间踩踏量化器的Δ-Σ调制器的正弦波的稳定幅度极限。 udalgorithm易于应用,可以扩展到中等量化器或任何数量的量化器级别。该算法唯一需要的输入 ud参数是量化级的数量和噪声传递函数的系数。

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