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ADS1262 Datasheet(PDF) 46 Page - TEXAS ADVANCED OPTOELECTRONIC SOLUTIONS

Part # ADS1262
Description  ADS126x 32-Bit, Precision, 38-kSPS, Analog-to-Digital Converter
PDF  134 Pages
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Manufacturer  TAOS [TEXAS ADVANCED OPTOELECTRONIC SOLUTIONS]
Direct Link  http://www.taosinc.com
Logo TAOS - TEXAS ADVANCED OPTOELECTRONIC SOLUTIONS

ADS1262 Datasheet(HTML) 46 Page - TEXAS ADVANCED OPTOELECTRONIC SOLUTIONS

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background image
N
CLK
CLK
CLK
CLK
f
f
Œ
1
f
Œ
1
f
f
f
Œ
1
f
f
»
¼
º
«
¬
ª
u
»
¼
º
«
¬
ª
u
»
¼
º
«
¬
ª
u
»
¼
º
«
¬
ª
u
512
sin
B
B
512
sin
Œ
8
sin
A
A
8
sin
H
H
H
5
sinc
sinc
N
5
ADS1262, ADS1263
SBAS661B – FEBRUARY 2015 – REVISED JULY 2015
www.ti.com
Table 8. Sinc Filter Mode Data Rates and Decimation Ratio
DATA RATE
DR[3:0] BITS OF
FIRST-STAGE
SECOND-STAGE
(SPS)(1)
REGISTER MODE2
DECIMATION RATIO A
DECIMATION RATIO B
2.5
0000
64
5760
5
0001
64
2880
10
0010
64
1440
16.6
0011
64
864
20
0100
64
720
50
0101
64
288
60
0110
64
240
100
0111
64
144
400
1000
64
36
1200
1001
64
12
2400
1010
64
6
4800
1011
64
3
7200
1100
64
2
14400
1101
64
1
19200
1110
48
1
38400
1111
24
1
(1)
fCLK = 7.3728 MHz. Data rate scales with fCLK
9.3.10.1.1
Sinc Filter Frequency Response
The low-pass filtering effect of the sinc filter sets the overall frequency response of the ADC. The frequency
response of data rates 14400 SPS, 19200 SPS and 38400 SPS is that of the first filter stage. The frequency
response of data rates 2.5 SPS ranging to 7200 SPS is the product of the first and second stage individual
frequency responses. The overall filter response is given in Equation 14:
where
•
f = signal frequency
•
fCLK = ADC clock frequency
•
A = First-stage decimation ratio (see Table 8)
•
B = Second-stage decimation ratio (see Table 8)
•
N = Second-stage filter order where N = 1 (sinc1), 2 (sinc2), 3 (sinc3), or 4 (sinc4)
(14)
The digital filter attenuates out-of-band noise that is present in the signal, and noise within the PGA and ADC
modulator. Adjusting the filter by changing the decimation ratio and sinc order changes the filter bandwidth.
Tradeoffs are made between signal bandwidth, noise, and filter latency.
46
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Copyright © 2015, Texas Instruments Incorporated
Product Folder Links: ADS1262 ADS1263



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