Difficulty: Easy
Correct Answer: Negative feedback
Explanation:
Introduction:Stability and predictable gain are central goals in analog amplifier design. Feeding a fraction of the output back to the input can either stabilize or destabilize the system depending on polarity and magnitude. This question assesses knowledge of how feedback polarity influences stability, bandwidth, and linearity in practical circuits.
Given Data / Assumptions:
Concept / Approach:Negative feedback subtracts a portion of the output from the input drive, thereby reducing overall gain sensitivity to parameter variations and extending bandwidth. It also lowers distortion and noise referred to the input. Positive feedback reinforces deviations and is used to create oscillation or hysteresis (e.g., Schmitt triggers), not stabilization. Open-loop operation means no feedback is applied, which maximizes gain but sacrifices stability and accuracy.
Step-by-Step Solution:
Identify the feedback polarity: stabilized, linear, wider-band response → negative feedback.Relate closed-loop gain: Acl ≈ Aol / (1 + β * Aol), where β is feedback factor.Observe benefits: reduced distortion, predictable gain set by the feedback network, improved input/output impedances.Conclude that stabilization is the hallmark of negative feedback, not positive feedback.Verification / Alternative check:Closed-loop sensitivity S ≈ 1 / (1 + β * Aol) demonstrates desensitization to device parameter drift when negative feedback is applied. Empirically, output distortion and temperature drift diminish with appropriate β and phase margin.
Why Other Options Are Wrong:
Common Pitfalls:Assuming any feedback stabilizes; ignoring phase shift that can turn negative feedback effectively positive at high frequency; forgetting compensation for adequate phase margin to avert oscillation.
Final Answer:Negative feedback.
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