Elementary Acoustics Homework: Deducing End Correction

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SUMMARY

The discussion centers on deducing the end correction in an elementary acoustics homework problem. The user plotted a graph of length against 1/frequency to determine the speed of sound but encountered difficulties in calculating the end correction using the formula c = 0.6r. The user noted discrepancies between the calculated end correction and the y-axis intercept, indicating a misunderstanding of the relationship between these values.

PREREQUISITES
  • Understanding of basic acoustics principles
  • Familiarity with graphing techniques in physics
  • Knowledge of the formula for end correction in acoustics
  • Experience with experimental data analysis
NEXT STEPS
  • Review the concept of end correction in acoustics
  • Study the relationship between frequency and wavelength
  • Learn how to accurately interpret graph intercepts
  • Explore experimental methods for measuring sound speed
USEFUL FOR

Students studying acoustics, physics educators, and anyone involved in experimental sound analysis will benefit from this discussion.

Henrymed
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Homework Statement

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I plotted a graph of length against 1/frequency,determined the slope,which was the speed of sound. I got stucked in the (b) part,when asked to deduce the end correction from the graph drawn.[/B]

Homework Equations

The Attempt at a Solution

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I attempted using the formula end correction c,=0.6r to decipher its value experimentally, then compared it with my intercept at the y-axis which was the length(l).The values wvalues didnt correspond,and I knew I was wrong[/B]
 
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