Essay, Research Paper: Iron In Drinking Water
Health
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Purpose: The purpose of this lab was to gain the quantitative measure of the
color difference between Transmitance and absorbance in 8 different samples of
water containing varying amounts of iron in a range between 5-100ppm, so that we
know which samples where exceptable for drinking. Data: The Mystery Solution had
a transmittance of 62.2% Calculations: 80ppm(25ml)= 20ml 100ppm This means that
in order to get 25ml of 80ppm solution 20ml of water must be added to the
previous solution. Absorbtion: y=2-Log (concentration) Y=2-Log (10.3) Y=0.98
Mystery Solution: Absorbance= .0103 X concentration of mystery solution
Absorbance= .05011 Mystery Solution: .206209615=.0103* concentration of mystery
solution Concentration=20 Question 2. 125/20=6.25 x Less Question 3. 8 ounces (1
quart/32 ounces) (1 liter/1.057 quarts)=.2365 Discussion: The Spectrophotometer
measures the absorbance of light, a beam of light is passed through a
transparent tube containing the absorbing liquid. The intensity of light
reaching a detector is compared to the intensity reaching the detector in the
absence of the absorbing material. Beer’s law is that the absorbance (defined
as log) is proportional to the concentration.
color difference between Transmitance and absorbance in 8 different samples of
water containing varying amounts of iron in a range between 5-100ppm, so that we
know which samples where exceptable for drinking. Data: The Mystery Solution had
a transmittance of 62.2% Calculations: 80ppm(25ml)= 20ml 100ppm This means that
in order to get 25ml of 80ppm solution 20ml of water must be added to the
previous solution. Absorbtion: y=2-Log (concentration) Y=2-Log (10.3) Y=0.98
Mystery Solution: Absorbance= .0103 X concentration of mystery solution
Absorbance= .05011 Mystery Solution: .206209615=.0103* concentration of mystery
solution Concentration=20 Question 2. 125/20=6.25 x Less Question 3. 8 ounces (1
quart/32 ounces) (1 liter/1.057 quarts)=.2365 Discussion: The Spectrophotometer
measures the absorbance of light, a beam of light is passed through a
transparent tube containing the absorbing liquid. The intensity of light
reaching a detector is compared to the intensity reaching the detector in the
absence of the absorbing material. Beer’s law is that the absorbance (defined
as log) is proportional to the concentration.
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