Wavelengths in a ripple tank experiment

AI Thread Summary
In a ripple tank experiment, water waves are generated with a speed of 4.0 cm/s and a wavelength of 0.5 cm. When these waves enter shallower water, their speed decreases to 3.0 cm/s, prompting a calculation for the new wavelength. The relationship between wave speed, frequency, and wavelength is described by the formula v = fλ, indicating that frequency remains constant regardless of water depth. As the speed decreases in shallower water, the wavelength will also change proportionally. Understanding these principles is essential for accurately predicting wave behavior in different mediums.
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In a ripple tank experiment, students generate water waves at a speed of 4.0 cm/s and a wavelength of 0.5 cm. If the waves are refracted into shallower water where their speed decreases to 3.0 cm/s, what is their new wavelength?

What would the formula be for this question?
 
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Consider these questions:
1. How is wavelength related to speed?
2. Is there any property of the waves that is independent of the water depth?
 


Im still not quite sure :\
 


Have you seen before the relation v = f \lambda
where v = speed of the wave, f = frequency of the wave, and \lambda = wavelength of the wave?

If not, you probably have to review your waves notes.

The next piece of information that you have to use is the fact that the frequency of the wave depends only on its source.
 
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