Harmonics & Waveform Distortion Lab
Build distorted waveforms by mixing harmonic orders 3 through 13, measure THD and K-factor in real time, and explore how VFDs, rectifiers, LED drivers, and office electronics each create distinct harmonic signatures.
Overview
Most electrical engineers have heard of harmonics but few can intuitively predict how a specific mix of 3rd, 5th, 7th, 9th, 11th, and 13th harmonic components will distort a waveform, stress the neutral conductor, heat a transformer, or violate IEEE 519 limits. This lab makes all of that visible: drag harmonic-order sliders to add or remove components and watch the composite waveform, THD calculation, and frequency spectrum update in real time. Six presets represent real-world load profiles — Clean Sine, Mild Nonlinear, VFD Industrial, Triplen-Heavy Office, Severe Distortion, and Neutral Stress. The Spectrum tab shows the harmonic bar chart with individual order magnitudes. The Neutral tab models triplen-harmonic addition in a 4-wire system, showing how 3rd-harmonic current from single-phase nonlinear loads adds in the neutral instead of canceling. The Validation tab checks results against IEEE 519 voltage and current distortion limits. Fundamental frequency is selectable at 50 or 60 Hz and load profile affects which limit table applies. K-factor is computed for transformer selection.
App preview
A live look at the app you'll launch — every control on the left drives the visualizations on the right in real time.
Inside the lab
Example data — not a real field report
What you'll do
- 01Explain Fourier decomposition and how any periodic waveform can be expressed as a sum of harmonic components
- 02Predict which harmonic orders a VFD, rectifier, LED driver, and office electronics mix will emphasize
- 03Calculate THD from individual harmonic magnitudes and relate it to IEEE 519 current and voltage limits
- 04Explain why triplen harmonics (3rd, 9th, 15th) add rather than cancel in the neutral of a 4-wire system
- 05Select a K-factor transformer rating given a known harmonic spectrum from a mixed load
- 06Interpret a frequency spectrum (harmonic bar chart) from a power quality measurement report
Try a guided scenario
Use the waveform lab to see peak, RMS, and phase behaviour on a clean fundamental before harmonics are introduced.
AC waveform, RMS, frequency, and phase · Electrical FoundationsNo sign-in required. Progress is saved on this device.
What this lab is not
- Not a design document, stamped calculation, or approval record.
- Not a substitute for engineering analysis by a licensed professional.
- Not connected to live equipment and not a safety device.
Calculation basis
References IEEE. Results are computed from the entered inputs and cited back to the referencing clause or table number — no code text or table is reproduced verbatim.
Simplifying assumptions are stated in the lab itself; where a model is intentionally conceptual, the lab says so rather than implying study-grade accuracy.
Standards basis: Standards-aware. Validation state: Automated checks only (last checked 2026-08-15).
Who it's for
Tags
- CATEGORY
- Power Quality
- DIFFICULTY
- Intermediate
- AVAILABILITY
- Available
- VALIDATION
- Automated checks only
- STANDARDS BASIS
- Standards-aware
- VERSION
- v2.0
- LAST CHECKED
- 2026-08-15
- REVIEWER OF RECORD
- Unassigned — pending licensed PE technical review
- EST. TIME
- 20–35 min
Status labels are defined on the status definitions page.
Open full appFor education, training, and preliminary support only. Verify results against applicable codes, standards, manufacturer data, project specifications, AHJ requirements, and qualified engineering judgment.
Keep exploring
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- IEEE
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Fault Current & Short-Circuit Simulator
Convert system impedances to a common per-unit base and compute total impedance from source to fault location.
- IEEE
- IEC 60909
- SHORT CIRCUIT
Symmetrical Components & Fault Visualizer
Explain why any unbalanced phasor set can be decomposed into three balanced sequence sets.
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- IEC 60909
- SYMMETRICAL COMPONENTS
