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What is the mathematical definition of the differential signal voltage in a differential pair?

The differential signal voltage is defined as the difference between the two single-ended signal voltages. Specifically, it is the positive-polarity signal voltage minus the negative-polarity signal voltage.

Conditions

  • There are two transmission lines and their corresponding reference planes.
  • The driver outputs a positive-polarity signal and a negative-polarity signal.

Reasoning, step by step

  1. Identify the positive-polarity signal voltage, denoted as V1V_1.
  2. Identify the negative-polarity signal voltage, denoted as V2V_2.
  3. Subtract V2V_2 from V1V_1 to obtain the differential signal voltage.
  4. Express the result mathematically as Vdiff=V1−V2V_{diff} = V_1 - V_2.

Example

In the video's simulation, the instructor observes the waveforms of V1V_1 and V2V_2. The differential signal VdiffV_{diff} is plotted as their difference, showing an amplitude approximately twice that of the single-ended signals.

Common misconceptions

  • Believing the differential signal is the sum of the two voltages.
  • Assuming the differential signal is measured relative to the ground plane rather than between the two lines.

Watch the explanation

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Answers are generated from source material and independently checked. Consult the original video or creator if something is unclear.