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AD8129ARM Datasheet(PDF) 20 Page - Analog Devices |
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AD8129ARM Datasheet(HTML) 20 Page - Analog Devices |
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20 / 28 page ![]() REV. 0 AD8129/AD8130 –20– THEORY OF OPERATION The AD8129/AD8130 use an architecture called active feed- back which differs from that of conventional op amps. The most obvious differentiating feature is the presence of two sepa- rate pairs of differential inputs compared to a conventional op amp’s single pair. Typically for the active-feedback architecture, one of these input pairs is driven by a differential input signal, while the other is used for the feedback. This active stage in the feedback path is where the term “active feedback” is derived. The active feedback architecture offers several advantages over a conventional op amp in several types of applications. Among these are excellent common-mode rejection, wide input common- mode range and a pair of inputs that are high-impedance and totally balanced in a typical application. In addition, while an external feedback network establishes the gain response as in a conventional op amp, its separate path makes it totally independent of the signal input. This eliminates any interaction between the feedback and input circuits, which traditionally causes problems with CMRR in conventional differential-input op amp circuits. Another advantage is the ability to change the polarity of the gain merely by switching the differential inputs. A high input- impedance inverting amplifier can be made. Besides a high input impedance, a unity-gain inverter with the AD8130 will have a noise gain of unity. This will produce lower output noise and higher bandwidth than op amps that have noise gain equal to 2 for a unity gain inverter. The two differential input stages of the AD8129/AD8130 are each transconductance stages that are well matched. These stages convert the respective differential input voltages to internal currents. The currents are then summed and converted to a voltage, which is buffered to drive the output. The compensa- tion capacitor is in the summing circuit. When the feedback path is closed around the part, the output will drive the feedback input to that voltage which causes the internal currents to sum to zero. This occurs when the two differential inputs are equal and opposite; that is, their algebraic sum is zero. In a closed-loop application, a conventional op amp will have its differential input voltage driven to near zero under nontransient conditions. The AD8129/AD8130 generally will have differential input voltages at each of its input pairs, even under equilibrium conditions. As a practical consideration, it is necessary to inter- nally limit the differential input voltage with a clamp circuit. Thus, the input dynamic ranges are limited to about 2.5 V for the AD8130 and 0.5 V for the AD8129 (see Specification section for more detail). For this and other reasons, it is not recommended to reverse the input and feedback stages of the AD8129/AD8130, even though some apparently normal func- tionality might be observed under some conditions. A few simple circuits can illustrate how the active feedback architecture of the AD8129/AD8130 operates. Op Amp Configuration If only one of the input stages of the AD8129/AD8130 is used, it will function very much like a conventional op amp. (See Figure 4.) Classical inverting and noninverting op amps circuits can be created, and the basic governing equations will be the same as for a conventional op amp. The unused input pins form the second input and should be shorted together and tied to ground or some midsupply voltage when they are not used. –VS PD +V S + + RF RG 0.1 F10 F –V VOUT VIN +V 0.1 F 10 F Figure 4. With both inputs grounded, the feedback stage functions like an op amp: VOUT = VIN (1 + RF/RG). NOTE: This circuit is provided to demonstrate device operation. It is not suggested to use this circuit in place of an op amp. With the unused pair of inputs shorted, there is no differential voltage between them. This dictates that the differential input voltage of the used inputs will also be zero for closed-loop applications. Since this is the governing principle of conven- tional op amp circuits, an active feedback amplifier can function as a conventional op amp under these conditions. Note that this circuit is presented only for illustration purposes, to show the similarities of the active feedback architecture func- tionality to conventional op amp functionality. If it is desired to design a circuit that can be created from a conventional op amp, it is recommended to choose a conventional op amp whose specifications are better suited to that application. These op amp principles are the basis for offsetting the output as described in the Output Offset/Level Translator section. |
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