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SHM (transverse waves)

 
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Feb19-13, 03:22 PM   #1
 

SHM (transverse waves)


So, I have to self-teach myself part of my class. However, there's one part of my book I can't understad at all.

First, I would like to understand, why does a transverse motion has 3 variable, y,x, and t . In my book they give the explanation y=h(x,t) and when we find the formula of the wave we get y=Asin(kx +/- wt).

I'm wondering, if y is the displacement of one element of a string, then what does x represent? I'm all confused :/
 
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Feb19-13, 03:44 PM   #2
 
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Yes, y represents displacement, x specifies at what point along the x-axis. Just think about a picture of the wave... obviously displacement is not the same at every x position, and even if you stay at one x position, the displacement varies in time, hence the need for both variables.
 
Feb19-13, 03:46 PM   #3
 
so x represent the displacement of the wave itself?
 
Feb19-13, 07:52 PM   #4
 
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SHM (transverse waves)


No, it specifies the position in the direction that the wave is traveling. If you just have a function y(x), what does x represent? What does y represent? Nothing changes for y(x,t) except that y now changes as time passes, meaning if you say at the same x position, the displacement (y) changes (periodically, in this case). In the terms you put it, x is the position of a particular "element" of the string.
 
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