Chemical Forums
Chemistry Forums for Students => Analytical Chemistry Forum => Topic started by: abcc on December 14, 2006, 09:18:40 PM
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calculation question :'(
The transmittance of a solution is found to be 40%. What is the transmittance if the solution is diluted in half? ???
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http://en.wikipedia.org/wiki/Transmittance
You can find it from above website!
T% = I/Io x 100%
Assume half-diluted solution is passed through by twice as light intensity in original solution,
Then A = - log 2I/Io + log I/Io = log I/2I = log 1/2 = -log T+ logTo = log 40/T
so log 1/2 = log 40/T
T = 80%
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Go back to your basic Beer-Lambert Law and other formulas relation to transmittance.
A = ? * b * c
and
A= -log (T) -> T= 10-A
T = 10-(? * b * c)
What will happen?
Note, that is T, not %T
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Sorry! I have made a wrong mistake!
The last line should be T% = 80%
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To Dolphinsiu:
Could you tell us where come from the mathematical expression
A = - log 2I/Io + log I/Io that you wrote?
If you check a plot %T vs Concentration and Plot Absorbance vs Concentration you'll see that the %T vs C is not linear.
Regards,
Chiralic
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Dear ALL,
Have most of you already forgotten what Mr A. Beer, Mr. J. H. Lambert, and
Mr. P. Bouguer have told everybody about Light and Matter, ~250 years ago?
The Beer-Lambert-Bouguer Law:
http://www.p-forster.com/english/themes/Spectroscopy/BASICS/Corrected Beer's Law.htm (http://www.p-forster.com/english/themes/Spectroscopy/BASICS/Corrected Beer's Law.htm)
Good Luck!
ARGOS++
P.S.: Hint: Half the concentration is "exactly" the same as half the pathlength (Why?).
( "Wiki" is by far NOT all times a/the best Solution! )