Peak-to-Peak Voltage Calculator

Enter the values to get the peak-to-peak.

How it is calculated

You enter the amplitude, meaning the peak voltage measured from the zero line to the top of the wave, in volts. The tool applies Vpp = 2 × Vpeak and Vrms = Vpeak ÷ √2, where √2 ≈ 1.4142. Both results are shown in volts with two decimals. The RMS formula is valid for a pure sine wave only; a square, triangle or distorted wave has a different ratio between peak and RMS. The doubling for Vpp assumes the wave swings equally above and below zero, so a signal with a DC offset needs separate treatment. A negative amplitude returns no result because amplitude is a magnitude; zero returns 0.00 V for both outputs.

Worked example

Suppose a sine wave has a 170 V amplitude. Peak-to-peak is 2 × 170 = 340.00 V. For RMS divide by √2: 170 ÷ 1.4142 = 120.21 V. So a signal that swings 340 V from bottom to top delivers the same heating power as a steady 120.21 V DC source, which is the figure power ratings are quoted in.

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Common mistakes

  • Typing the peak-to-peak reading from a scope into the amplitude field. The field wants the half-swing (zero to peak), so enter half of what you measured.
  • Assuming RMS equals peak ÷ √2 for any waveform. That ratio holds for sine waves; for a square wave RMS equals the peak, so the RMS result here would be wrong.
  • Ignoring DC offset: if the wave is centred at 2 V rather than 0 V, the swing is still 2 × the amplitude about its own centre, not 2 × the highest voltage on the screen.
  • Comparing a Vpp figure to an RMS rating (such as a mains or speaker spec) without converting, which is off by a factor of about 2.83.
  • Entering a negative amplitude to represent the bottom of the wave; the tool rejects negatives, so enter the positive magnitude.

About this calculator

Peak-to-peak voltage (Vpp) is the total swing of a waveform from its most positive point to its most negative point, so for a symmetric signal Vpp = 2 × Vpeak. For a sine wave, the RMS value — the equivalent steady voltage that would deliver the same power — is Vrms = Vpeak / √2 = Vpp / (2√2).

Electrical and audio engineers read peak-to-peak values directly off an oscilloscope trace to check signal swing against a component's voltage limits, while RMS values are what power calculations, amplifier specs, and AC mains ratings actually use — so converting between the two is a routine step whenever a datasheet or a scope screen speaks a different language than the spec you're checking against.

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