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INA826 Datasheet(PDF) 22 Page - Texas Instruments |
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INA826 Datasheet(HTML) 22 Page - Texas Instruments |
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22 / 33 page ![]() 9.2.2 Supporting High-Voltage Common-Mode in PLC Input Modules Figure 9-5 showcases a high common-mode voltage circuit that is commonly required for programmable logic controller (PLC) analog input modules. This circuit uses a resistive scaling network in front of the IA. RG INA823 VOUT VREF 0.1 μF ADC +15 V +5 V 750 k 750 k 47 nF 47 nF 33.2 k + – + – + + V CM V DIFF / 2 V DIFF / 2 R i R i' R f' R f C f C f' ─ 15 V 0.1 μF Figure 9-5. High Common-Mode Voltage PLC Input Module For a detailed description of the passive scaling approach and more, see the Supporting High-Voltage Common Mode Using Instrumentation Amplifier application brief. 9.2.2.1 Design Requirements Table 9-2 lists the requirements for this design example. Table 9-2. Design Parameters PARAMETER VALUE Supply voltage ±15 V Common-mode voltage +36 V / –43 V Input differential signal 1 V Gain VOUT/VDIFF 1 V/V Minimum dc CMRR 65 dB 9.2.2.2 Detailed Design Procedure The gain of the IA is calculated so that the circuit operates at unity gain, where VOUT = VDIFF. The single-ended input impedance, Rin(SE), of the circuit is the sum of the scaling resistors (Rf + Ri). To minimize the error that is caused by the tolerance of the scaling resistors, keep Rin > 1 MΩ. Ideally, choose the resistors so that Rf / Ri = Rf' / Ri'. In the real world, designers have to trade off between the mismatch of ratios that degrades the common-mode rejection ratio (CMRR) and the acceptable cost for the design. The following text describe how to estimate the CMRR performance of the external resistor scaling approach. In the calculation of CMRR, the following factors are considered: • Take into account the number of resistors, which is estimated by √n, where n is the number of resistors applied. In our case, this estimation results in a factor of 2. • ΔR / R is the resistor matching ratio. The resistor tolerance for all four resistors is 0.1%. • Take into account that a normal production distribution of the resistor value with a standard deviation of ±3 σ (99.7%). In our case, the assumption results in a factor σ = 1/3 = 0.33 into the equation. INA823 SBOSA75A – JULY 2021 – REVISED JULY 2021 www.ti.com 22 Submit Document Feedback Copyright © 2021 Texas Instruments Incorporated Product Folder Links: INA823 |
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