2021
DOI: 10.3390/electronics10050612
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Efficient Design Strategy for Optimizing the Settling Time in Three-Stage Amplifiers Including Small- and Large-Signal Behavior

Abstract: An analytical criterion for the optimization of the small-signal settling time in three-stage amplifiers is carried out. The criterion is based on making equal the two exponential decays of the step response. Including slew-rate effects, a useful design strategy for the design of three-stage operational transconductance amplifier is provided. Extensive time-domain simulations on a transistor-level design in a 65-nm CMOS process confirm the validity of the proposed approach.

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Cited by 5 publications
(4 citation statements)
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“…Among the various possibilities, settinĝ K e =K i = 2 turns the denominator of the closed-loop transfer function into a third-order Butterworth polynomial with a cut-off frequency ω 0 = 2 GBW/(1 + b 1 GBW). In similar fashion, as demonstrated in [62], settingK e = 8/3 andK i = 9/4 optimizes the step response of the OTA, since it minimizes the settling time for a given GBW.…”
Section: Small-signal Analysis and Stability Requirementsmentioning
confidence: 91%
See 2 more Smart Citations
“…Among the various possibilities, settinĝ K e =K i = 2 turns the denominator of the closed-loop transfer function into a third-order Butterworth polynomial with a cut-off frequency ω 0 = 2 GBW/(1 + b 1 GBW). In similar fashion, as demonstrated in [62], settingK e = 8/3 andK i = 9/4 optimizes the step response of the OTA, since it minimizes the settling time for a given GBW.…”
Section: Small-signal Analysis and Stability Requirementsmentioning
confidence: 91%
“…The small-signal settling time, t s0 , depends on the GBW of the amplifier and on the values of the global separation factors,K e andK i . As demonstrated in [62], choosinĝ K e = 8/3 andK i = 9/4 makes the small-signal settling time lower than that of a singlepole amplifier with the same GBW. In other words, under small-signal condition, the amplifier settles in t s0 ≤ | ln |/GBW and, to our purposes, (20) can be simplified into:…”
Section: Settling Time Slew Rate and Gain-bandwidth Productmentioning
confidence: 97%
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“…As stated in [16][17][18][19], the design of 3-stage OTAs is best approached in the time domain. With the target application in mind, we note that a 20 MHz signal has a period of 50 ns.…”
Section: Performance Specificationsmentioning
confidence: 99%