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AD8295BCPZ-R7 Datasheet(PDF) 19 Page - Analog Devices |
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AD8295BCPZ-R7 Datasheet(HTML) 19 Page - Analog Devices |
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19 / 28 page ![]() AD8295 Rev. 0 | Page 19 of 28 THEORY OF OPERATION As shown in Figure 52, the AD8295 contains a precision instrumentation amplifier, two uncommitted op amps, and a precision resistor array. These components allow many common applications to be wired using simple pin-strapping, directly at the IC. This not only saves printed circuit board (PCB) space but also improves circuit performance because both temperature drift and resistor tolerance errors are reduced. A1 OUT A1 R2 A2 +IN A2 –IN –IN RG +VS –VS OUT REF RG +IN 1 2 3 4 8 7 6 5 13 14 15 16 A1 IA A2 R1 20kΩ R2 20kΩ A2 OUT AD8295 A1 +IN A1 R1 A1 –IN 12 11 10 9 Figure 52. Functional Block Diagram UNCOMMITTED OP AMPS The AD8295 has two uncommitted op amps that can be used independently. These op amps allow simple pin-strapping for many common applications circuits. Op Amp A1 has its inverting input connected to a precision 2:1 voltage divider resistor network. Because this network is internal to the IC, these resistors are closely matched and also track each other, with temperature variations. Op Amp A1 and the associated resistor network can be used to create either a noninverting gain stage of 2 or an inverting gain stage of −1 with excellent gain accuracy and gain drift. Op Amp A2 is a more conventional op amp, with standard inverting and noninverting inputs and an output. INSTRUMENTATION AMPLIFIER Gain Selection The transfer function of the AD8295 is VOUT = G × (VIN+ − VIN−) + VREF where placing a resistor across the RG terminals sets the gain of the AD8295 according to the following equation: G R G kΩ 4 . 49 1 + = Resistor values can be obtained by referring to Table 9 or by using the following gain equation: 1 kΩ 4 . 49 − = G R G Table 9. Gains Achieved Using 1% Resistors 1% Standard Table Value of RG Calculated Gain 49.9 kΩ 1.990 12.4 kΩ 4.984 5.49 kΩ 9.998 2.61 kΩ 19.93 1.00 kΩ 50.40 499 Ω 100 249 Ω 199.4 100 Ω 495 49.9 Ω 991 The AD8295 defaults to G = 1 when no gain resistor is used. Gain accuracy is a combination of both the RG accuracy and the accuracy listed in the specifications in Table 2, including accuracy over temperature. Gain error and gain drift are kept to a minimum when the gain resistor is not used. Common-Mode Input Voltage Range The AD8295 in-amp architecture applies gain internally and then removes the common-mode voltage. Therefore, internal nodes in the AD8295 experience a combination of both the gained signal and the common-mode signal. This combined signal can be limited by the voltage supplies even when the individual input and output signals are not. Figure 7 through Figure 10 show the allowable common-mode input voltage ranges for various output voltages and supply voltages. If Figure 7 through Figure 10 indicate that internal voltage limiting may be an issue, the common-mode range can be improved by lowering the gain in the instrumentation amplifier by one half and applying a second G = 2 stage. Figure 53 shows how to do this amplification with the internal circuitry of the AD8295, requiring no additional external components. REF A1 +IN –IN R2 20kΩ A1 OUT A1 TOTAL GAIN = IN-AMP × 2 + – IN-AMP + – RG R1 20kΩ Figure 53. Applying Gain in a Later Stage Allows Wider Input Common-Mode Range |
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