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CS5522-AP 数据表(PDF) 33 Page - Cirrus Logic

部件名 CS5522-AP
功能描述  16 BIT OR 24 BIT 2/4/8 CHANNEL ADCS WITH PGIA
PDF  56 Pages
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制造商  CIRRUS [Cirrus Logic]
网页  http://www.cirrus.com
标志 CIRRUS - Cirrus Logic

CS5522-AP 数据表(HTML) 33 Page - Cirrus Logic

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CS5521/22/23/24/28
DS317F2
33
perform a system gain calibration. In either case,
the calibration signals must be within the specified
calibration limits for each specific calibration step
(refer to the ‘System Calibration Specifications’ in
ANALOG CHARACTERISTICS). If a system gain
calibration is performed the following conditions
must be met:
1) Full-scale input must not saturate the 20X in-
strumentation amplifier, if the calibration is on
an input range where the instrumentation am-
plifier is involved.
2) The 1’s density of the modulator must not be
greater than 80 percent (the input to the
∆Σ
modulator must not exceed the maximum input
which Table 1 specifies).
3) The input must not be so small relative to the
range chosen that the resulting gain register’s
content,
decoded
in
decimal,
exceeds
3.9999998 (see the discussion of operating lim-
its on input span under the Analog Input and
Limitations in Calibration Range sections).
This requires the full scale input voltage to the
modulator to be at least 25 percent of the nom-
inal value.
The converter’s input ranges were chosen to guar-
antee gain calibration accuracy to 1 LSB16 or 16
LSB24 when system gain calibration is performed.
This is useful when a user wants to manually scale
the full scale range of the converter and maintain
accuracy. For example, if a gain calibration is per-
formed with a 2.5 V full scale voltage and a 1.25 V
input range is desired, the user can read the con-
tents of the gain register, shift the register contents
left by 1 bit, and then write the result back to the
gain register. This multiples the gain by 2.
Assuming a system can provide two known voltag-
es, the following equations allow the user to manu-
ally compute the calibration register’s values based
on two uncalibrated conversions (see note). The
offset and gain calibration registers are used to ad-
just a typical conversion as follows:
Rc = (Ru + Co) * Cg / 222.
Calibration can be performed using the following
equations:
Co = (Rc0/G - Ru0)
Cg = 222 * G
where G = (Rc1 - Rc0)/(Ru1-Ru0).
Note: Uncalibrated conversions imply that the gain and off-
set registers are at default {gain register = 0x400000
(Hex) and offset register = 0x000000 (Hex)}.
+
-
X20
+
-
External
Connections
+
-
AIN+
AIN-
CM +
-
0V
Figure 15. System Calibration of Offset (High Ranges)
+
-
X20
+
-
External
Connections
Full Scale +
-
AIN+
AIN-
CM +
-
Figure 16. System Calibration of Gain (Low Ranges)
+
-
X20
+
-
External
Connections
Full Scale
+
-
AIN+
AIN-
CM
+
-
Figure 17. System Calibration of Gain (High Ranges)



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