Purpose:
In this experiment we will be determining the grating spacing of a CD disc by diffracting a laser beam. We will examine the calculated grating by comparing the determined value with the standard CD disc grating distance and determine the validity of the calculation and method.
Method and Calculation:
Figure 1: Experiment apparatus for laser diffraction  
Table 1: Theoretical Value for Lab Equipment
| 
Wavelength of Laser (nm) | 
632.8 | 
 Figure 2: Performing measurement from the diffraction plate to the observed pattern
Table 2: Measured Value
| 
Distance from Diffraction Plating to
  the Observed Pattern (cm) | 
45.2 ± 0.05 | 
| 
Distance between diffraction maxima m =
  0 to m = 1 (cm) | 
21.25 ± 1.25 | 
Table 3: Calculation for Diffraction Grating 
| 
Angle between the diffraction maxima m
  = 0 and m = 1 (o) | 
25.18 ± 1.25* | 
| 
Calculated Grating Spacing (nm) | 
1487.33 ± 20.8* | 
Table 4: Evaluation of Result
| 
Theoretical Value of Diffraction
  Spacing (nm) | 
1600 | 
| 
Calculated Grating Spacing (nm) | 
1487.33 ± 158.8* | 
| 
Percent Error (%) | 
7.04  | 
Conclusion:
In this lab, we have determined the grating spacing for a standard CD disc by employing the concept of diffraction grating. We have obtained a result of 7.4 percent raw error and a zero percent error under the uncertainty. We argue that our calculation remain valid as the determined value of grating spacing is in the uncertainty range.
 
  
  
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