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DATA ANALYSIS Line Color Krown He Wavelength Experimental Spectrometer Value 3889 nm 4.5 Blue 468.6 nm 501.6 nm Yellow 5876 n

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ANSWER:

1) Step 1: calibration curve

  • The first step is plot the Experimental spectrometer value vs. known wavelength, using the data of the following table:
Line color Known wavelength Experimental spectrometer value
Violet 388.9 nm 4.5
Blue 468.6 nm 4.8
Green 501.6 nm 5.0
Yellow 587.6 nm 5.6
Orange 667.8 nm 5.8
Red 706.5 nm 6.5
  • Now, we plot Experimental spectrometer value (y-axis) vs. known wavelength (x-axis)

Spectometer reading vs Known wavelength 7 6.5 6 5.5 y 0.0059x 2.0984 R2- 0.952 4.5 A 3.5 350 400 500 600 300 450 550 650 700

  • This plot give the following equation of trendline:

y0.0059 +2.0984

where

y = spectroscope reading

x = wavelength

2) Step 2: calculate the corrected wavelength and percent error

  • the data for the second table is:
Name of gas Line color Spectroscope reading literature wavelength
Hydrogen Red 6.0 656.2 nm
Violet 5.8 410.1 nm
Helium Red 6.5 706.5 nm
Violet 4.5 388.9 nm
Neon Red 6.0 633.3 nm
Violet 4.4 433.0 nm
  • Using the equation obtained from calibration curve, we can calculate the corrected wavelength for each spectroscope reading:

y0.0059 +2.0984

y-2.0984 0.0059

Name of gas Line color Spectroscope reading Corrected wavelength
Hydrogen Red 6.0 6.0 2.0984 661.29 nm 0.0059
Violet 5.8 5.8 2.0984 627.39 nm 0.0059
Helium Red 6.5 6.5 2.0984 746.03 nm 0.0059
Violet 4.5 4.5 2.0984 407.05 nm 0.0059
Neon Red 6.0 6.0 2.0984 661.29 nm 0.0059
Violet 4.4 4.4 2.0984 -390.10 nm 0.0059
  • Now we can calculate the percent error, with this equation:

Correct - Ref % error x 100% Ref

Name of gas Line color Corrected wavelength Literature wavelength % error
Hydrogen Red 661.29nm 656.2 nm 661.29 656.2| 100%=0.78% 656.2
Violet 627.39 nm 410.1 nm \frac{\left |627.39-410.1 \right | }{410.1}\times 100\, \%=\mathbf{52.98\, \%}
Helium Red 746.03 nm 706.5 nm 746.03 706.5 100%=5.60% 706,5
Violet 407.05 nm 388.9 nm \frac{\left |407.05-388.9 \right | }{388.9}\times 100\, \%=\mathbf{4.67\, \%}
Neon Red 661.29 nm 633.3 nm \frac{\left |661.29-633.3 \right | }{633.3}\times 100\, \%=\mathbf{4.42\, \%}
Violet 390.10 nm 433.0 nm 390.10 433.0 100%9.91% 433.0
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