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Can a second order bandpass sigma delta modulator achieve high signal-to-noise ratio for lowpass inputs

机译:二阶带通sigma delta调制器能否为低通输入实现高信噪比

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摘要

Institutively, second order SDMs usually achieve lower SNR than high order ones because high order loop filters can achieve better noise shaping characteristics. Moreover, the signal transfer function should be designed to have large values and the noise transfer function should be designed to have small values at the passband of loop filters in order to achieve good noise shaping characteristics, so SNR should be high if input signal bands match passbands of loop filters and low otherwise. Based on this argument, one may expect that SNR will be low when input signals have lowpass characteristics while loop filters have bandpass characteristics.ududHowever, since the above argument is based on the noise shaping theory which is formulated using a linear model, while quantizers in SDMs are nonlinear components, the linear model may not explain nonlinear system behaviors. In this letter, a counterexample is given to illustrate that a second order bandpass interpolative SDM may also give a very high SNR for lowpass inputs.
机译:从制度上讲,二阶SDM通常比高阶SDM的SNR低,因为高阶环路滤波器可以实现更好的噪声整形特性。此外,为了获得良好的噪声整形特性,应在环路滤波器的通带上将信号传递函数设计为具有较大的值,而将噪声传递函数设计为具有较小的值,因此,如果输入信号频带匹配,则SNR应该较高。环路滤波器的通带,否则为低。基于这一论点,人们可以预期,当输入信号具有低通特性而环路滤波器具有带通特性时,SNR将较低。 ud ud但是,由于上述论点基于使用线性模型制定的噪声整形理论,尽管SDM中的量化器是非线性组件,但线性模型可能无法解释非线性系统的行为。在这封信中,给出了一个反例以说明二阶带通内插SDM对于低通输入也可能会给出很高的SNR。

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