Differential vs. common-mode inputs — What is the key difference between common-mode and differential-mode input signals for a differential amplifier (such as an op-amp front end)?

Difficulty: Easy

Correct Answer: phase relationship

Explanation:


Introduction:
Differential amplifiers respond to differences between two input nodes while rejecting signals that are common to both. Distinguishing between common-mode and differential-mode signals is crucial for instrumentation, noise rejection, and accurate sensor interfacing.


Given Data / Assumptions:

  • Two input terminals: noninverting (+) and inverting (−)
  • Linear operation of the differential front end
  • Focus on signal composition rather than absolute amplitudes


Concept / Approach:

Common-mode (CM) signals are those that are substantially the same on both inputs (same magnitude and phase). Differential-mode (DM) signals are equal in magnitude but opposite in polarity (180° phase difference) or simply unequal, creating a nonzero difference. Thus, the defining distinction is their phase/polarity relationship across the two inputs.


Step-by-Step Explanation:

Represent inputs: V1 and V2Common-mode component: Vcm = (V1 + V2) / 2 (same phase on both inputs)Differential component: Vd = V1 − V2 (opposite polarity increases |Vd|)Differential amplifier ideally amplifies Vd and rejects Vcm


Verification / Alternative check:

Examine waveforms: identical waveforms in phase on both inputs are CM; two equal-amplitude, opposite-phase waveforms are DM. This shows phase relationship is the salient differentiator.


Why Other Options Are Wrong:

  • voltage/current/apparent power/impedance: These may vary, but they do not fundamentally define CM vs DM; the phase/polarity relationship does.


Common Pitfalls:

  • Assuming any equal amplitudes imply CM even when phases differ.
  • Ignoring that practical amplifiers have finite CMRR, so some CM leaks into the output.


Final Answer:

phase relationship

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