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MAX11206 数据表(PDF) 22 Page - Maxim Integrated Products

部件名 MAX11206
功能描述  20-Bit, Single-Channel, Ultra-Low-Power, Delta-Sigma ADCs with Programmable Gain and GPIO
PDF  27 Pages
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制造商  MAXIM [Maxim Integrated Products]
网页  https://www.maximintegrated.com/en.html
标志 MAXIM - Maxim Integrated Products

MAX11206 数据表(HTML) 22 Page - Maxim Integrated Products

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22 _____________________________________________________________________________________
20-Bit, Single-Channel, Ultra-Low-Power, Delta-
Sigma ADCs with Programmable Gain and GPIO
Table 16b. Output Data Formats for the Bipolar Input Range
Table 17. SOC Register (Read/Write)
SOC: System Offset Calibration Register
The system offset calibration register is a 24-bit read/write register. The data written/read to/from this register is clocked
in/out MSB (most significant bit) first. This register holds the system offset calibration value. The format is always in
two’s complement binary format. A write to the system-calibration register is allowed. The value written remains valid
until it is either rewritten or until an on-demand system-calibration operation is performed, which overwrites the user-
supplied value.
The system offset calibration value is subtracted from each conversion result provided the NOSYSO bit in the CTRL3
register is set to 0. The system offset calibration value is subtracted from the conversion result after self-calibration
but before system gain correction. The system offset calibration value is also applied prior to the 1x or 2x scale factor
associated with bipolar and unipolar modes.
BIT
B23
B22
B21
B20
B19
B18
B17
B16
DEFAULT
0
0
0
0
0
0
0
0
BIT
B15
B14
B13
B12
B11
B10
B9
B8
DEFAULT
0
0
0
0
0
0
0
0
BIT
B7
B6
B5
B4
B3
B2
B1
B0
DEFAULT
0
0
0
0
0
0
0
0
INPUT VOLTAGE
VAINP - VAINN
DIGITAL OUTPUT CODE FOR BIPOLAR RANGES
OFFSET BINARY FORMAT
TWO’S COMPLEMENT FORMAT
≥ VREF
0xFFFFF
0x7FFFF
0xFFFFE
0x7FFFE
0x80001
0x00001
0
0x80000
0x00000
0x7FFFF
0xFFFFF
0x00001
0x80001
≤ -VREF
0x00000
0x80000
REF
19
1
V
1
2
1
× −
− 
REF
19
V
2
1
REF
19
V
2
1
REF
19
1
V
1
2
1
× −
− 



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