Vibrating pipes

When one end of an open pipe is closed, then it is noticed that frequency of 2nd overtone of the closed pipe is 100 Hz greater than the fundamental frequency of the open pipe.

If the fundamental frequency of the open pipe is represented as m r \dfrac{m}{r} , where m m and r r are coprime positive integers, then find m+r.


The answer is 203.

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1 solution

3rd frequency ...

5c/4l

fundamental frequency is

c/2l

to find ............

5c/4l= c/2l+100

u get c/2l as 200/3

@Brilliant Member is overtone always one less than frequency ??? since april i have this wrong notion it seems that overtone = frequency.As a result it took f = 3v / 4L (2nd harmonic of one end closed pipe.) and got wrong answer.

Ayon Ghosh - 3 years, 9 months ago

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