Calculating λ in a ripple tank lab

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SUMMARY

The discussion focuses on calculating the wavelength (λ) in a ripple tank lab using two equations: |PnS1-PnS1| = (n-1/2) λ and Xn/L = [(n-1/2) λ]/d. The primary concern is the accuracy of the second equation compared to the first when determining λ. Participants clarify the meaning of variables and the methodology for tracing nodal lines and plotting points in relation to two sources. The conversation emphasizes the importance of understanding the relationship between the equations and the experimental setup.

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  • Understanding of wave mechanics and interference patterns
  • Familiarity with ripple tank experiments
  • Knowledge of the variables Pn, S1, and their significance in wave calculations
  • Basic algebra for manipulating equations
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Homework Statement


This isn't really an actual homework question but it is regarding a lab so I think it belongs here. In the ripple tank lab I have to trace the nodal lines, plot 3 points in the middle of the 2 lines (one closest to the two sources, one in the middle and one the farthest). From there I use |PnS1-PnS1| = (n-1/2) λ and Xn/L = [(n-1/2) λ]/d to find λ and then compare the values I get with my partner's and explain why some are outliers.

Homework Equations


Why is Xn/L = [(n-1/2) λ]/d not as good as |PnS1-PnS1| = (n-1/2) λ when calculating λ?

The Attempt at a Solution


I think it has something to do with (n-1/2)λ/d not quite equalling 1 but I still don't understand this.

Any and all help would be appreciated!
 
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queenmurr said:
one closest to the two sources, one in the middle and one the farthest
Do you mean one closest to one source, one closest to the other source, and one in the middle? If not, please explain more.
queenmurr said:
PnS1-PnS1|
queenmurr said:
Xn/L
What do all those variables mean?
 
Never mind I figured it out, thanks for commenting though! :)
 

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