A tube open at both ends has fundamental frequency 'n'. If one end of the tube is dipped in water to half of its length, what would be its fundamental frequency ?
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For open end organ pipe in air,
fundamental frequency is given by f = V/2L....(1)
where V is speed of sound and L is length of organ pipe.
when open organ pipe is dipped in water to half of its length , it changes into closed organ pipe and we know, fundamental frequency of closed organ pipe is given by f' = V/4L'
here L' = half of open organ pipe = L/2
so, f' = V/4(L/2) = V/2L = f [ from equation (1) ]
hence, fundamental frequency will be f.
fundamental frequency is given by f = V/2L....(1)
where V is speed of sound and L is length of organ pipe.
when open organ pipe is dipped in water to half of its length , it changes into closed organ pipe and we know, fundamental frequency of closed organ pipe is given by f' = V/4L'
here L' = half of open organ pipe = L/2
so, f' = V/4(L/2) = V/2L = f [ from equation (1) ]
hence, fundamental frequency will be f.
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Answer:
For open end organ pipe in air,
fundamental frequency is given by f = V/2L....(1)
where V is speed of sound and L is length of organ pipe.
when open organ pipe is dipped in water to half of its length , it changes into closed organ pipe and we know, fundamental frequency of closed organ pipe is given by f' = V/4L'
here L' = half of open organ pipe = L/2
so, f' = V/4(L/2) = V/2L = f [ from equation (1) ]
hence, fundamental frequency will be f.
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