Measuring the wavelength of light using diffraction

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SUMMARY

The discussion focuses on measuring the wavelength of laser light through single, double, and multiple slit diffraction, as well as diffraction grating. The experiment demonstrated that increasing the number of slits enhances measurement accuracy due to narrower and brighter maxima, which are easier to observe. The relationship between the number of slits and the distinctness of the diffraction pattern is explained, highlighting that more slits lead to a more complex interference pattern, resulting in more precise wavelength calculations using Young's equation.

PREREQUISITES
  • Understanding of Young's equation for wavelength calculation
  • Familiarity with diffraction principles and patterns
  • Knowledge of laser light properties
  • Basic skills in experimental physics and measurement techniques
NEXT STEPS
  • Explore advanced diffraction grating techniques for wavelength measurement
  • Learn about the impact of slit width on diffraction patterns
  • Investigate the use of spectrometers in measuring light wavelengths
  • Study the mathematical derivation of Young's equation and its applications
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Physics students, educators, and researchers interested in experimental optics and precise wavelength measurement techniques.

ScienceGirl
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This is a repost from the general physics forum, as I didn't see the homework help forum before I posted in the other place.

Anyway, I did an experiment last week in my college physics class where we measured the wavelength of a laser 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? Is is just because as you add more slits the maxima get narrower and brighter so they are easier to see and measure?
 
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It's because the more slits you have, the more lines it makes for the same distance. If yo have 1 slit, it makes 1 line. If you have 5000 slits (and the light goes through all of them), you get about 5000 lines.

It's sort of like finding how people feel about something. If you ask 10 people, you'll get really half-assed results. If you ask 10000 people, you'll get fairly accurate results.
 


Yes, as you add more slits, the diffraction pattern becomes more complex and the interference effects become more pronounced. This means that the bright and dark fringes become more distinct and easier to measure accurately. Additionally, with more slits, the distance between the fringes decreases, making it easier to measure small changes in the fringe positions. This leads to more precise measurements and a more accurate calculation of the wavelength using Young's equation.
 

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