The fundamental frequency of a pipe that is open at both ends is 594 Hz .How…

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Question “The fundamental frequency of a pipe that is open at both ends is 594 Hz .How…”

Answer

The fundamental frequency of a pipe with both ends open is expressed as,

refers to the fundamental frequency of a pipe with both ends open, #media_tag_2$ the velocity of sound and HTML3$ the length of the pipe.

The fundamental frequency of a pipe, which is only one-end closed, is expressed as

refers to the fundamental frequency of a pipe with both ends open,

the velocity of sound and

the length of the pipe.

The wavelength of the fundamental of a closed one-end pipe is expressed as,

here is the wavelength for fundamental.

(1)

The fundamental frequency of a pipe with both ends open is expressed as,

Adjust the expression above to adjust the length of your pipe.

Substitute HTMLmedia_tag_12$ to HTMLmedia_tag_13$ or HTMLmedia_tag_14$ to

.

The length of the pipe will therefore be

.

(2)

The wavelength of the fundamental of a closed one-end pipe is expressed as,

Modify the expression above for

.

Substitute

for

.

The wavelength of the fundamental of a closed one-end pipe is

.

(3)

The fundamental frequency of a pipe, which is only one-end closed, is expressed as

Substitute

to

or

to

,

to

.

The fundamental frequency of a pipe which is not closed at one end is

.

Part 1: Ans

The length of the pipe measures

.

Part 2

is the wavelength of fundamental in a one-end closed pipe.

Part 3

The fundamental frequency for a pipe that is not closed at one end of the line is

.

Conclusion

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