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Visible Spectrophotometer
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Visible Spectrophotometer
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% transmittance = (I / I0) x 100 = 100
Visible Spectrophotometer 100 % Adjust I0 I white light detector/recorder 100 % adjust blank distilled water prism I0 = I % transmittance = (I / I0) x 100 = 100 absorbance = 0
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Visible Spectrophotometer
Zero Adjust I0 I white light detector/recorder zero adjust (barrier inserted) prism I = 0 % transmittance = 0 absorbance = maximum
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% transmittance = (I / I0) x 100 = 50%
Visible Spectrophotometer Sample I0 I white light detector/recorder sample solution prism I < I0 % transmittance = (I / I0) x 100 = 50% absorbance = 1.7
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Visible Spectrophotometer
white light detector/recorder sample solution prism I0 = I % transmittance = (I0 / I) x 100 = 100 absorbance = 0 In order for blue solution to absorb light, wavelength must be changed to blue’s complement
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Wavelength is changed by either rotating prism
Visible Spectrophotometer white light I0 I detector/recorder sample solution prism Wavelength is changed by either rotating prism or position of slit
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“Spec 20” Visible Spectrophotometer
digital analog
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1. Adjust wavelength
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2. Zero adjust with sample compartment
empty : 0 % T
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3. 100 % adjust with distilled water
(blank) in sample compartment : 100% transmittance
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4. Record sample absorbance
(Be certain to switch MODE to absorbance)
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Beer’s Law As the intensity of the color of the sample solution increases… the absorbance increases. A = b c absorbance constant path length concentration
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Determination of the Concentration of an Unknown Solution
Prepare a set of standard solutions of known concentrations Select the appropriate wavelength Determine the absorbance of each Determine the absorbance of the unknown solution
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Sample Conc.(ppm) Absorbance 1 2 3 4 5 0.0 5.0 .0023 10.0 .0045 15.0
2 5.0 .0023 3 10.0 .0045 4 15.0 .0056 5 20.0 .0076 Unknown ? .0051
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13 ppm
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Recall Beer’s Law: A = b c + 0 y = mx + b = 13.0
.0051 = x C C = = 13.0
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