Determining the distance of a pipe by the length of an echo

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To determine the length of a pipe using sound echoes, emit a discrete click at a certain frequency and measure the time until the echo returns. The speed of sound is approximately 1467 feet per second. Calculate the time interval between the sound emission and the echo's return. Divide this time by 1467 to find the total distance traveled by the sound wave, then divide by 2 to obtain the length of the pipe. This method allows for accurate measurement of the pipe's length based on the echo's timing.
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How could I determine the length of a pipe by playing a certain frequency into it, then measuring how long the echo is audible?
 
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workinprogres said:
How could I determine the length of a pipe by playing a certain frequency into it, then measuring how long the echo is audible?

Identify the time interval between the emission of the transmitted sound (frequency-independent; ensure your transmitted sound is a discreet click rather than a long, continuous soundwave for ease of calculation) and it's return echo. The pipe is assumed to be measueable in feet less than 5280 (or one mile); sound travels at around 1467 feet/sec. Divide your time interval by 1467, then divide that answer by 1/2 (remember, the sound wave travels twice the distance of your pipe, hence the reason for the second division by 1/2) to arrive at your answer.
 

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