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PCM1602 датащи(PDF) 27 Page - Texas Instruments

номер детали PCM1602
подробное описание детали  24-Bit, 192kHz Sampling, 6-Channel, Enhanced Multilevel, Delta-Sigma DIGITAL-TO-ANALOG CONVERTER
PDF  29 Pages
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производитель  TI [Texas Instruments]
домашняя страница  http://www.ti.com
Logo TI - Texas Instruments

PCM1602 датащи(HTML) 27 Page - Texas Instruments

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PCM1602
27
SBAS163
THEORY OF OPERATION
The DAC section of the PCM1602 is based on a multi-bit
delta-sigma architecture. This architecture utilizes a fourth-
order noise shaper and an 8-level amplitude quantizer, fol-
lowed by an analog low-pass filter. A block diagram of the
delta-sigma modulator is shown in Figure 19. This architec-
ture has the advantage of stability and improved jitter toler-
ance, when compared to traditional 1-bit (2-level) delta-
sigma designs.
The combined oversampling rate of the digital interpolation
filter and the delta-sigma modulator is 32, 64, or 128fS. The
total oversampling rate is determined by the desired sam-
pling frequency. If fS ≤ 96kHz, then the OVER bit in
Register 12 may be set to an oversampling rate of 64 or
128fS. If fS > 96kHz, then the OVER bit may be used to set
the oversampling rate to 32 or 64fS. Figure 20 shows the
out-of-band quantization noise plots for both the 64x and
128x oversampling scenarios. Notice that the 128x
oversampling plot shows significantly improved out-of-band
noise performance, allowing for a simplified low-pass filter
to be used at the output of the DAC.
Figure 18 illustrates the simulated jitter sensitivity of the
PCM1602. To achieve best performance, the system clock
jitter should be less than 300 picoseconds. This is easily
achieved using a quality clock generation IC, like the PLL1700
from Texas Instruments.
FIGURE 18. Jitter Sensitivity.
FIGURE 19. Eight-Level Delta-Sigma Modulator.
0
100
200
300
400
500
600
125
120
115
110
105
100
95
90
Jitter (ps)
JITTER DEPENDENCE (x 64 Over Sampling)
+
Z–1
8-Level Quantizer
+
Z–1
+
Z–1
+
Z–1
+
+
8f
S
64f
S
FIGURE 20. Quantization Noise Spectrum.
01
2
3
4
5
6
7
8
0
–20
–40
–60
–80
–100
–120
–140
–160
–180
Frequency (f
S)
QUANTIZATION NOISE SPECTRUM
(64x Oversampling)
QUANTIZATION NOISE SPECTRUM
(128x Oversampling)
01
2
3
4
5
6
7
8
0
–20
–40
–60
–80
–100
–120
–140
–160
–180
Frequency (f
S)



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