Sigma-Delta analog-to-digital converter
A technology of analog-to-digital converters and converters, applied in the direction of incremental modulation, etc., can solve the problems of inability to eliminate quantization noise, large harmonic distortion, and low precision of the first-stage Σ-Δ modulation circuit, and achieve high SNR, total Harmonic distortion is small and the effect of eliminating quantization noise
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Embodiment 1
[0048] Embodiment 1: b=0.9; a1=a2=1; a3=1.5; b1=1; c1=c2=1; c3=1.5; d1=1; k=4 / 9. Among them, through the matching of various parameters, the quantization noise of the first-stage Σ-Δ modulation circuit can be eliminated, and a higher signal-to-noise ratio can be achieved. As shown in 3, the signal-to-noise ratio of the output signal has reached more than 150dB. The total harmonic distortion is very small, such as Figure 4 As shown, the total harmonic distortion THD is almost zero.
Embodiment 2
[0049] Embodiment 2: b=-0.5; a1=0.1; a2=0.2; a3=0.2; b1=0.5; c1=0.1; c2=0.2; c3=0.2; d1=0.5; k=1.
Embodiment 3
[0050] Example 3: b=-0.3; a1=0.1; a2=0.2; a3=0.2; b1=0.1; c1=0.1; c2=0.2; c3=0.2; d1=0.1; k=1 in the above groups of data In the case where the quantizers 8 and 22 are two-bit quantizers and multi-bit quantizers respectively, there are preferred embodiments. Quantization noise E introduced by quantizer 8 1 does not affect the final output Y, and the quantization noise E introduced by the quantizer 22 2 Plays a vital role in the final output signal Y. Thus, reducing the quantization noise E 2 , THD (Total Harmonic Distortion) of the modulator will decrease accordingly, and the signal-to-noise ratio SNR will increase.
[0051] Integrator 10 introduces transfer function 1 / A(Z), namely the function A(z) related to z. Its setting purpose is to: eliminate The output signal Y of the first stage Σ-Δ modulation circuit A1 1 and the output signal Y of the second stage Σ-Δ modulation circuit A2 2 The quantization error E introduced by the quantizer 8 1 , and the quantization error...
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