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lecture 50 Fully differential opamps, common mode feedback
43:25

lecture 50 Fully differential opamps, common mode feedback

Satish Kashyap

6 chapters7 takeaways11 key terms5 questions

Overview

This video introduces fully differential operational amplifiers (op-amps), contrasting them with traditional single-ended op-amps. It details the significant advantages of differential circuits, including enhanced immunity to common-mode interference, reduced interference generation, and doubled signal swing, leading to improved signal-to-noise ratio. The lecture also explores the practical implementation challenges, such as maintaining output common-mode voltage stability, and introduces the concept and necessity of common-mode feedback (CMFB) for proper operation. Finally, it touches upon analyzing these circuits using common-mode and differential-mode equivalent circuits.

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Chapters

  • Traditional op-amps have single-ended outputs, while fully differential op-amps have both differential inputs and outputs.
  • In differential circuits, signals are represented as the voltage difference between two wires.
  • This structure offers several advantages over single-ended circuits.
Understanding the fundamental difference between single-ended and fully differential op-amps is crucial for appreciating the benefits and design considerations of advanced analog circuits.
A single-ended op-amp has one output terminal, whereas a fully differential op-amp has two output terminals, with the signal being the difference between them.
  • Increased immunity to common interferences: Signals on interfering lines tend to couple equally to both differential wires, canceling out when the difference is taken.
  • Reduced interference generation: Differential signals tend to cancel out their coupling to other lines, unlike single-ended signals.
  • Doubled signal swing: Since each output wire can swing independently between supply rails, the effective signal difference (swing) is twice that of a single-ended circuit.
  • Improved signal-to-noise ratio (SNR): Doubling the signal amplitude (due to doubled swing) while noise increases less significantly leads to a potential four-fold increase in signal power and thus higher SNR.
  • Better immunity to power supply fluctuations: Fluctuations tend to affect both differential lines equally, minimizing their impact on the differential signal.
These advantages make fully differential circuits essential for high-performance applications requiring robust signal integrity and efficient use of limited voltage supplies.
If a single-ended signal can swing from 0 to VDD, it represents a sinusoid with a peak value of VDD/2. A differential signal, where each wire swings from 0 to VDD, can represent a sinusoid with a peak value of VDD, effectively doubling the swing.
  • A fully differential op-amp requires feedback applied to both differential inputs and outputs.
  • The differential component of the output is stabilized by a differential feedback network, similar to single-ended circuits.
  • However, the common-mode component of the output also needs stabilization, which is handled by a separate feedback loop: Common-Mode Feedback (CMFB).
  • CMFB is typically considered an internal function of the op-amp, ensuring the output common-mode voltage remains at a desired level.
Proper feedback, including both differential and common-mode stabilization, is critical for ensuring the op-amp operates correctly and predictably in a circuit.
In a differential feedback network, the differential output is summed with the differential input and fed back. This stabilizes the differential signal, but a separate CMFB circuit is needed to control the average voltage of the two output lines.
  • Simple differential amplifiers using resistors as loads are not practical for op-amps due to low gain and large DC voltage drops.
  • MOSFET current sources are used as loads to achieve high incremental resistance and thus high gain.
  • A key challenge is maintaining a stable output common-mode voltage, as simple current sources might not guarantee it.
  • Common-mode feedback (CMFB) circuits are necessary to actively control and stabilize the output common-mode voltage.
  • CMFB circuits must be sensitive only to the common-mode signal and not affect the differential operation.
Designing a functional fully differential op-amp requires careful consideration of load devices and the implementation of robust common-mode feedback to ensure stable and high-gain operation.
Using MOSFETs in saturation as loads provides high impedance. However, without CMFB, variations in current or device parameters can cause the output common-mode voltage to drift, potentially pushing transistors out of saturation and reducing gain.
  • A common-mode detector, like a simple resistive network (two resistors), can sense the average of the differential outputs.
  • This detected common-mode voltage can then be fed back to control the bias of the current sources acting as loads.
  • Resistive CMFB circuits can load the output, reducing the overall gain.
  • Alternative CMFB strategies involve using amplifiers or direct connections (like diode-connected transistors) to provide feedback without significantly loading the differential signal path.
  • The goal is to stabilize the output common-mode voltage without compromising the differential gain or performance.
Effective CMFB is essential for the practical realization of fully differential op-amps, ensuring they operate within their intended parameters and deliver the expected performance.
A simple CMFB circuit might involve taking the average of the two output voltages (V1+V2)/2 using resistors, comparing it to a reference, and using the error signal to adjust the gates of the upper current sources (M3, M4) to keep the common-mode output stable.
  • Fully differential circuits are easier to analyze than differential-to-single-ended circuits due to their inherent symmetry.
  • The analysis can often be simplified by considering a 'half-circuit' due to symmetry under differential excitation.
  • Differential and common-mode equivalent circuits are useful tools for understanding circuit behavior.
  • The common-mode equivalent circuit helps analyze the stability and behavior of the output common-mode voltage.
  • Even with external differential feedback, internal CMFB is still required to set the op-amp's output common-mode voltage.
Simplified analysis techniques allow designers to efficiently predict and optimize the performance of complex fully differential circuits.
When analyzing the differential behavior, the common-mode path can be considered grounded, simplifying the circuit to a single-ended equivalent for differential signal analysis.

Key takeaways

  1. 1Fully differential circuits offer superior noise immunity and signal swing compared to single-ended circuits.
  2. 2The doubled signal swing in differential circuits directly contributes to a higher signal-to-noise ratio.
  3. 3Power supply fluctuations have a reduced impact on differential signals due to their common-mode nature.
  4. 4Stabilizing the output common-mode voltage is a critical design challenge for fully differential circuits.
  5. 5Common-Mode Feedback (CMFB) is an essential internal mechanism for fully differential op-amps.
  6. 6CMFB circuits must control the common-mode voltage without degrading the differential signal performance.
  7. 7Symmetry in fully differential circuits simplifies their analysis using common-mode and differential-mode equivalent circuits.

Key terms

Fully differential op-ampSingle-ended outputDifferential inputCommon-mode interferenceSignal swingSignal-to-noise ratio (SNR)Power supply fluctuationCommon-Mode Feedback (CMFB)Common-mode voltageDifferential equivalent circuitCommon-mode equivalent circuit

Test your understanding

  1. 1What are the primary advantages of using fully differential circuits over single-ended circuits?
  2. 2How does the doubled signal swing in a fully differential circuit contribute to a better signal-to-noise ratio?
  3. 3Why is common-mode feedback (CMFB) necessary in fully differential op-amps, even when external differential feedback is applied?
  4. 4Describe a method for detecting the common-mode voltage at the output of a differential circuit.
  5. 5How does the symmetry of fully differential circuits simplify their analysis?

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