Originally the frequency of the wave in two strings are the same, if the tension of one string is changed by 1%, what is the freuency of beats?
thank u in ad:)
one problem about beat
v = \sqrt{F/\rho} where \rho is the density of the string and F is the force
v = \lambda f where f is the frequency of the string and \lambda is the wavelength
so, if the tension of the string is changed by 1% F = 1.01 F_0 where F_0 is the original force/tension.... plug that into the equations above, solve for f.
f-f_0 gives the frequency of the beats (f_0 is the original frequency)
for more on beats, check out http://grephysics.net/disp.php?yload=se ... =Search%21
the link explains how they're derived.
v = \lambda f where f is the frequency of the string and \lambda is the wavelength
so, if the tension of the string is changed by 1% F = 1.01 F_0 where F_0 is the original force/tension.... plug that into the equations above, solve for f.
f-f_0 gives the frequency of the beats (f_0 is the original frequency)
for more on beats, check out http://grephysics.net/disp.php?yload=se ... =Search%21
the link explains how they're derived.