Asked by Kayla
As water waves from the ocean approach a shallow beach, their wavelengths become shorter. Explain why.
v=fwavelength, frequency remains constant & velocity & wavelength decrease or increase w/ water depth.
Is that a reasonable answer or are they looking for something else?
Thanks :)
v=fwavelength, frequency remains constant & velocity & wavelength decrease or increase w/ water depth.
Is that a reasonable answer or are they looking for something else?
Thanks :)
Answers
Answered by
Damon
The speed is slower, but the same number have to pass you in a minute if you are sitting there watching. There is no storage closet for the waves.
In other words the same answer as for your earlier question.
L = v T
T is constant
v, the speed, decrease
so
L decreases
(it gets shorter and steeper and breeaks)
In deep water
v = constant * sqrt L
in shallow water
v = constant * sqrt (depth)
shallow water starts when the depth is about half the deep water wavelength. (It scrapes the bottom :)
In other words the same answer as for your earlier question.
L = v T
T is constant
v, the speed, decrease
so
L decreases
(it gets shorter and steeper and breeaks)
In deep water
v = constant * sqrt L
in shallow water
v = constant * sqrt (depth)
shallow water starts when the depth is about half the deep water wavelength. (It scrapes the bottom :)
Answered by
Kayla
Ok, that makes sense, thank you :)
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