• Click here to hear the doppler effect. (Volvo blowing horn at 30 miles per hour. The sound file was taken from the online exhibits of the San Francisco Science Exploratorium.)

  • The change in pitch you have heard is due to the motion of the source of sound. The diagram below shows how this happens. The arrow represents the moving source. A spherical wave front is represented by a circle (what propagates is a change of pressure in the air), and as the source moves, succesive wave fronts originate at different points, giving rise to more-frequently-arriving fronts ahead of the source, and less frequent ones behind the source. So, if you were to feed the sound to an oscilloscope, the signals would appear as the sine waves shown. Notice the differing wavelengths.

  • You can actually see this change in frequency if you have a sound tool like a Sun's soundtool (usually /usr/demo/SOUND/bin/soundtool). Select the Load To Local Disk button in the Options menu of Mosaic, and click on the first item again. You can then save the file doppler.au to your disk. Use the soundtool command, and then load the file from the pop-up window displayed. As you play the file, you will actually see the change in frequency in the oscilloscope.

  • This effect is due to the wave nature of sound. Light is also a wave phenomenon, therefore this also occurs for light. (In fact, Christian Doppler (1803-1853), after whom the effect is named, recognized that the the eye perceives the frequency of light as color and studied the color of light emitted by a moving source)

    Astronomers routinely use this affect to determine the speed (along the line of sight) of very distant sources whose motion cannot be seen directly. The job is harder because you don't have the luxury of having the source come by you to see the equivalent of the change in pitch. In fact, you cannot really tell if this train is moving, unless you know the frequency of its whistle with the train, say, at rest.

    Here is how you can do it. The figure below shows an actual example of the spectrum (intensity of detected light as a function of its frequency) of a galaxy studied by one of our graduate students, Michael Way. The measured spectrum is shown in red. The largest peaks, and even some of the tiny ones, are identifiable to the trained astronomer. For example, the largest one is due to light emitted by electrons making a specific transition between atomic levels in ionized Oxygen. The second to the left of this one is due to a transition in Hydrogen. And so on... Now, because it is known at what frequency these peaks should show up if the galaxy were at rest, one can tell that the spectrum of the galaxy really looks like the green curve (shifted down for clarity) and it has been shifted to the right (longer wavelength instead of smaller frequency) because the galaxy is moving away from us, at 67 million miles an hour in this case!