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INA821 Datasheet(PDF) 26 Page - Texas Instruments

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Part # INA821
Description  35-關V Offset, 7-nV/?숰z Noise, Low-Power, Precision Instrumentation Amplifier
PDF  41 Pages
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Manufacturer  TI1 [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI1 - Texas Instruments

INA821 Datasheet(HTML) 26 Page - Texas Instruments

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5.49k
VCM = 10 V
+15v
VOUT = 1V
-15V
RS+ = 1k
C1
C2
RG
INA
RG
RS-= 0.99k
VDIFF = VOUT / G
26
INA821
SBOS893A – AUGUST 2018 – REVISED DECEMBER 2018
www.ti.com
Product Folder Links: INA821
Submit Documentation Feedback
Copyright © 2018, Texas Instruments Incorporated
8.3.6 Error Sources
Most modern signal-conditioning systems calibrate errors at room temperature. However, calibration of errors
that result from a change in temperature is normally difficult and costly. Therefore, minimizing these errors is
important by choosing high-precision components such as the INA821 that have improved specifications in
critical areas that impact the precision of the overall system. Figure 64 shows an example application.
Figure 64. Example Application with G = 10 V/V and 1 V Output Voltage
Resistor-adjustable devices (such as the INA821) show the lowest gain error in G = 1 because of the inherently
well-matched drift of the internal resistors of the differential amplifier. At gains greater than 1, (for instance, G =
10 V/V or G = 100 V/V) the gain error becomes a significant error source because of the contribution of the
resistor drift of the 24.7-kΩ feedback resistors in conjunction with the external gain resistor. Except for very high
gain applications, the gain drift is by far the largest error contributor compared to other drift errors, such as offset
drift.
The INA821 offers excellent gain error over temperature for both G > 1 and G = 1 (no external gain resistor).
Table 5 summarizes the major error sources in common INA applications and compares the three cases of G = 1
(no external resistor) and G = 10 (5.49-kΩ external resistor) and G = 100 (499-Ω external resistor). All
calculations are assuming an output voltage of VOUT = 1 V. Thus, the input signal VDIFF which is given by VDIFF=
VOUT/G will exhibit smaller and smaller amplitudes with increasing gain G, e.g. VDIFF = 1 mV at G = 1000 in this
example. All calculations refer the error to the input for easy comparison and system evaluation. As can be seen
in Table 5, errors generated by the input stage (such as input offset voltage) are more dominant at higher gain
while the effects of output stage are suppressed because they are divided by the gain when referring them back
to the input. Note that the gain error and gain drift error are much more significant for gains greater than 1
because of the contribution of the resistor drift of the 24.7-kΩ feedback resistors in conjunction with the external
gain resistor. In most applications, static errors (absolute accuracy errors) can readily be removed during
calibration in production, while the drift errors will be the key factors limiting overall system performance.
Table 4. System Specifications for Error Calculation
Quantity
Value
Vout (V)
1
VCM (V)
10
VS(V)
1
Rs+ (Ω)
1000
Rs- (Ω)
999
Rg tolerance (%)
0.01
Rg drift (ppm/°C)
10
Temp range upper limit (°C)
105



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