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Traveling wave

The particles stay put, yet the energy travels far.

v = fλ y = A sin(2π(ft − x/λ))Senior high physics
Large blue dot: tracked particle, oscillates only vertically
t = 0.00 s
Speed
Wavelength4.00m
Period2.00s
Wave speed2.0m/s

Tracked particle displacement vs. time

0.600.00-0.600.01.02.03.04.0y (m)t (s)

Think about it

If the wave speed is kept constant and the frequency is increased, how does the wavelength change?

Model assumptionsIdeal harmonic transverse wave · no damping · wavelength varies with wave speed and frequency

Data log

Set the parameters and click “Record data”. Record several rows with different parameters to plot their relationship and fit a straight line; pause and record at different times to study how a reading changes with time.

How to use the lab

  1. Choose an experimentBrowse the catalog on the left by level or topic, or search for a concept.
  2. Change a parameterDrag a slider or type a value in range. The experiment restarts from its initial state right away.
  3. Slow down and observePause, change the speed, drag to look from another angle in 3D, and use the readings and graph to understand what changes.
  4. Test your ideasRead the explanation and the model assumptions, then answer the question under “Think about it”.