Total Harmonic Distortion Calculator
Calculate THD percentage and combined harmonic RMS from a fundamental signal and second through fifth harmonic amplitudes.
About total harmonic distortion
THD calculation examples
| Signal amplitudes | THD | Calculation |
|---|---|---|
| Fundamental 100, H2 10, others 0 | 10% | The combined harmonic amplitude is 10. |
| Fundamental 100, H2 3, H3 4 | 5% | The root-sum-square harmonic amplitude is 5. |
| Fundamental 230, H2 2, H3 3, H4 1, H5 1 | 1.684% | The combined harmonic amplitude is about 3.873. |
How to calculate THD
- Enter the RMS amplitude of the fundamental frequency.
- Enter the second through fifth harmonic amplitudes in the same unit.
- Use zero for any measured harmonic that is absent.
- Select Calculate THD to see combined harmonic RMS and distortion percentage.
Total harmonic distortion FAQ
What is the THD formula?
Take the square root of the sum of squared harmonic amplitudes. Divide that result by the fundamental amplitude and multiply by one hundred.
Should I enter RMS or peak amplitudes?
Either basis gives the same ratio if every entry uses it consistently. RMS measurements are the usual convention for electrical and audio THD.
Is THD the same as THD plus noise?
No, THD includes specified harmonic components only. THD plus noise also includes broadband noise within the measurement bandwidth.
What does zero percent THD mean?
It means the entered signal contains no measured harmonic amplitude relative to the fundamental. A real instrument may still detect noise or harmonics beyond those entered.
Is lower THD always better?
Lower THD indicates less harmonic energy, but suitability depends on the system and standard. The distribution of individual harmonics can matter as much as the total.