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Electromagnetic Wave

About this simulation

This simulation draws a light wave as an electric field and a magnetic field that rise and fall together while travelling in a straight line. The wavelength slider covers the visible spectrum from 380 to 750 nm and the wave takes on the matching colour. Students can change the amplitude and show or hide each field. Readouts give wavelength, frequency, the speed found from c = f times lambda, and photon energy. It works well for teaching that light is an electromagnetic wave and that colour is set by wavelength.

What students can explore

  • Slide Wavelength from 380 to 750 nm and watch the colour and the Frequency readout change.
  • Check the Speed c = f lambda readout at several wavelengths and note that it stays the same.
  • Turn off Show B field, then Show E field, to look at each field on its own.
  • Raise Amplitude and notice the wave gets taller but the wavelength stays the same.
  • Compare Photon energy for violet and red light and say which has more energy.

Learning objectives

  1. 1Describe light as an electric and magnetic field oscillating at right angles.
  2. 2Use c = f x lambda to relate frequency and wavelength.
  3. 3Explain that all wavelengths travel at the same speed in a vacuum.
  4. 4Compare the photon energy of red and violet light.

Questions teachers ask

Is it free?

Yes. It is free to use in any modern browser, including on tablets and interactive whiteboards, with no sign-up needed.

How fast does light travel?

In a vacuum every wavelength of light travels at 299,792,458 metres per second. The speed readout multiplies frequency by wavelength and always comes out at this value.

Why do red and violet light differ in photon energy?

Photon energy is E = hc / lambda, so a shorter wavelength means more energy. Violet light near 400 nm has about twice the photon energy of red light near 750 nm.

How do I use it in class?

Drag the Wavelength and Amplitude sliders and use the two toggles to show or hide the electric and magnetic fields. Rotate the view to see that the fields are at right angles to each other.

Embed this simulation

Drop it into your LMS, blog, or class site — free.

<iframe src="https://kiwibee.io/en/simulations/electromagnetic-wave-3d-simulation/embed" title="Electromagnetic Wave | KiwiBee" loading="lazy" allowfullscreen style="width:100%;height:min(70vh,620px);min-height:420px;border:0;border-radius:16px"></iframe>

Continue exploring

From model to evidence

Use a worksheet to capture predictions, observations, and explanations after students explore.

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