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Diffraction http:// www.youtube.com/watch?v =a_qRKjeam5w
Diffraction ,[object Object],[object Object]
Spectra The burning salt on the knife in the candle shows up orange on the line spectra
Diffraction Grating Equation   d sin  θ = n λ d = distance between the slits Θ  = angle to maxima n = integer number to next bright fringe λ  = wavelength of light Number of slits per metre N = 1/d Sin  θ  can never be greater than 1, so there is a limit to the number of spectra that can be obtained.
  d sin  θ = n λ Red light will be seen at d = 1600nm λ  = 600nm n  = 1 sin  θ = (1)*600nm/1600nm = 0.375  θ  = sin -1 (0.375) = 22° If you used a DVD then  θ  would be 47.6°
Grating question ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],d sin  θ = n λ
Grating answers d sin  θ = n λ 3.
Grating answers 4.
Diffraction through a single slit The middle fringe is twice the width  of all the other fringes. The outer fringes are less intense than the first fringe (W) Width of the central fringe W =( λ  a ) x D λ  = wavelength a = width of single slit D= distance to the screen
The distance between the fringes (w) w

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Diffraction

  • 2.
  • 3. Spectra The burning salt on the knife in the candle shows up orange on the line spectra
  • 4. Diffraction Grating Equation   d sin  θ = n λ d = distance between the slits Θ = angle to maxima n = integer number to next bright fringe λ = wavelength of light Number of slits per metre N = 1/d Sin  θ  can never be greater than 1, so there is a limit to the number of spectra that can be obtained.
  • 5.   d sin  θ = n λ Red light will be seen at d = 1600nm λ = 600nm n  = 1 sin θ = (1)*600nm/1600nm = 0.375 θ = sin -1 (0.375) = 22° If you used a DVD then θ would be 47.6°
  • 6.
  • 7. Grating answers d sin  θ = n λ 3.
  • 9. Diffraction through a single slit The middle fringe is twice the width of all the other fringes. The outer fringes are less intense than the first fringe (W) Width of the central fringe W =( λ a ) x D λ = wavelength a = width of single slit D= distance to the screen
  • 10. The distance between the fringes (w) w