Demonstrate diffraction in a ripple tank

AI Thread Summary
Shallower water slows down water waves due to friction with the bottom, which drags on the waves. As the water becomes shallower, the frequency of the waves increases while the wavelength decreases, leading to a change in wave behavior. The equation v = λf indicates that if frequency increases, velocity must remain constant, suggesting a complex interaction between these variables. Alternative methods to demonstrate refraction without light or water waves were also inquired about, highlighting a need for diverse teaching tools. Understanding these principles is crucial for grasping wave dynamics in different mediums.
Cheman
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When we demonstrate diffraction in a ripple tank, why does shallower water slow the passage of the water wave down?

Also, are there any other ways to demonstrate when refraction happens without light nor water waves?

Thanks. :smile:
 
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according to my physics book. When the water is coming into shore, or becoming more shallow it slows down because the water is actually dragging on the bottom. Is this correct?
I was thinking that when the water gets more shallow that the frequency increases, and the wavelength decreases. but the equation <br /> v = \lambda f <br />, wouldn't this show that velocity stays the same?

Thanks
 
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