Measuring the wavelength of light using diffraction

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Using diffraction methods, such as single, double, and multiple slit diffraction, allows for the measurement of light wavelengths. The accuracy of these measurements improves with the number of slits used, as more slits lead to refined interference patterns. This refinement enables more precise determination of the maxima locations, enhancing measurement accuracy. The underlying principle is that increased slits provide clearer and more distinct interference patterns. Thus, employing more slits in diffraction experiments results in more accurate wavelength calculations.
ScienceGirl
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I did an experiment last week in my college physics class where we measured the wavelength of light using single, double, and multiple slit diffraction and diffraction grating. Using the measurements and Young's equation, we calculated the wavelength of the light. My teacher said that as we use more slits, we should get more accurate results. Can someone explain why this happens?
 
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Assuming that you are asking:

Originally posted by ScienceGirl
Can someone explain why ... as we use more slits, we should get more accurate results ...?
I assume that your teacher means that you can more precisely measure the loci of the maxima. The interference is more refined with more slits. It is not that the loci of the maxima are more accurately represented by the formula (I don't think); it is just a matter of being able to determine more exactly where they are.
 

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