cName: Nicholas Cassel Gen Chem 1210 23 March 2013
Blinded By the Light
Abstract: In this experiment we were provided a cereal box spectrometer to observe the emission lines of noble gases and hydrogen. Based on the scale readings on the spectrometer and the Balmer-Rydberg formula, their wavelengths and percent error were able to be extrapolated. Based on the literature values, the cereal box spectrometer proved its value as a decently accurate spectrometer.
Introduction: Every element and subsequent atom associated emits light; also know as electromagnetic radiation, when in an excited state. Analyzing this emitted light can give insight to the makeup and characteristics of them. The light given off by an energetically excited
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2012). With the spectroscope, the helium in the discharge tube was observed. The emission line scale reading and colors were then recorded on table 1.1 which can be found below. These values where then put into an excel spreadsheet and graph was formed (table 1.2). An equation was then extrapolated from the data that would give the experimental wavelength (expt λ) values that will be used for later values. The trend line for table 1.2 was established to see the relationship between wavelength and scale readings.
Expt λ=a λ+b
Expt λ=7.1541 λ+ 343.12
TABLE 1.1 Helium Calibration λ (nm) | Scale Reading | Color | 667.8 | 45 | Red | 587.6 | 35 | Yellow | 501.6 | 22 | Green | 492.2 | 20 | Blue-green | 471.3 | 18 | Blue | 447.1 | 15 | Violet |
TABLE 1.2 Helium Calibration Graph
Then, by measuring and calculating the emission lines in the hydrogen line spectrum, the data on table 1.3 was collected. The calculated wavelength (Calc λ) was determined by the Balmer-Rydberg formula.
1λ=R(1m2-1n2)
R=Rydberg Constant=1.0968x107m-1
The percent error was then calculated by the following equation. error %=(calc λ-expt λ)calc λ
The experimental wavelength (expt λ) was determined with,
Expt λ=7.1541 λ+ 343.12
TABLE 1.3 Hydrogen Emission Scale Reading | Color | Expt λ | m | n | Calc λ | λ % error | | | | 1 | 2 | | | | | | 1 | 3 | | | | | | 1 | 4 | | | 45 | Red
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2- It is impossible to identify all element with the naked eye because they don’t release enough energy, therefore the color is not as visible. Besides, not all elements give a light that it is in the visible part of the spectrum, so we need to use a prism.
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Ozone Monitoring Instrument, or OMI, is a mission formed in coalition with the Netherland’s Agency for Agency for Aerospace Programs, or NIVR, and Finnish Meteorological Institute, FMI to help with the EOS Aura mission. It will aid in recording total ozone measurements and other fields related to this topic. The instruments employed on OMI consist of hyperspectral imaging in a push-broom mode to observe the solar backscatter radiation. This hyperspectral component greatly strengthens the accuracy and precision of the ozone data collected. It also allows for pinpoint radiometric and wavelength auto-calibration over the mission timeline. The Earth, as a whole, will be viewed using 740 wavelength bands with a swath that is large enough to gain full coverage in 14 orbits, or one day (Dunbar, 2005).
163 absorption between 700 and 750 nm from each spectrum [40]. The exponential decay of the absorption
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Fig. 4. (a) The phase parameter (Δ) and (b) shift parameters given by variable angle spectroscopic ellipsometer and the corresponding fitted model are shown. An example of the refractive index and extinction coefficient are illustrated in (c).
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13.5984 2 4.0026 Helium He -272 -269 0.18 1895 18 1s2 24.5874 3 6.941 Lithium Li 180 1347 0.53 1817 1 [He] 2s1 5.3917 4 9.0122