
#1
Nov2807, 09:16 PM

P: 10

Hi,
I was wondering if anyone could explain Simple Harmonic Motion. My physics teacher has tried and I have read the parts in the book, but I am still confused. I know how to find the amplitude from the standard form equations, but I really just don't understand how to get the period and the frequencies. Does it have something to do with the [tex]\omega[/tex]t+[tex]\phi[/tex] thing or am I just way off? (If it doesn't, please explain what [tex]\omega[/tex]t+[tex]\phi[/tex] tells you.) Thank you!  Commodore 



#2
Nov2807, 09:52 PM

Admin
P: 21,637

For a sinusoidal (sin or cos) wave, the parameter [itex]\omega[/itex] is the angular velocity and multiplied by t gives an angular position which is linear with time  [itex]\omega[/itex]t is always increasing. The other parameter in the argument, [itex]\phi[/itex], is the phase angle, which simply shifts the sine wave in time.
See if this helps  http://hyperphysics.phyastr.gsu.edu/hbase/shm.html 



#3
Nov3007, 09:20 AM

P: 10

Thank you very much for the information. I am about to see if I understand it by taking my last test (before the final).



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