Module 4: Photometry Flashcards
When atoms absorb radiant energy (heat or light)
some valence electrons move from their normal position (ground state) to a new orbital position (excited state)
Wavelength and color properties
wavelengths of light that a substance transmits and absorbs are characteristic of the substance (results in unique color properties)
These properties allow for detection and quantitation of the substance in samples
Complimentary color
the wavelengths of light that are maximally absorbed are the complimentary color to the one transmitted
ex. light transmitted and observed = blue
complimentary color/max light absorbed = yellow
Spectral Transmittance curve
plot of all the wavelengths used versus the observed transmittance of the solution (amount of light allowed to pass through the solution at each wavelength)
U shaped graph
Spectral Absorbance curve
plot of all the wavelengths used versus the observed absorbance of the solution (amount of light absorbed by the solution at each wavelength) ∩ shaped
Absorbance Max (Max A)
the wavelength that is absorbed the most (spectral absorbance curve)
best wavelength to observe this solution at
Transmittance
transmittance of a substance in solution is the proportion of the incident light that is transmitted (often as %)
%T = [transmitted (Is)/incident (Io) ] x100
Io = original intensity of light
Transmittance vs concentration
as concentration increases, more light is absorbed and less is transmitted. %T varies inversely and logarithmically with concentration (neg slope on a graph, non linear/curved line)
Transmittance vs concentration on semi-log graph paper
%T on log axis, a straight line with negative slope will be demonstrated
Concentration is inversely proportional to the log of %T
Absorbance
cannot be measured directly but can be calculated from transmittance
Absorbance is directly related to concentration
Absorbance and T are inversely and logarithmically related
A=2-log%T
No units, often reported to 3 decimal points
Lambert’s Law
Absorbance is directly proportional to the distance the light must travel through (path length, b). The Greater the path length the light must travel through, the greater amount of light absorbed
A∝b (proportional)
Diameter of cuvet represents path length
Beer’s Law (original)
The amount of radiant energy of a particular wavelength absorbed varies directly with he concentration of the absorbing molecules
The greater the concentration (c), the more light will be absorbed
A∝c
Absorbance vs concentration is a linear relationship (straight line)
Wavelengths that are absorbed the most (max A) produce the best linearity
Combined Beer-Lambert Law (AKA Beer’s Law)
It states that the absorbance (A) of a solution is directly proportional to the product of the concentration (c) times the depth of the solution that the light must travel (b) times a constant (a)
A=a x b x c
a=absorptivity, absorbance of the solute in a concentration of 1g/L measured in a 1cm light path at a specific wavelength
b=light path in cm
c= concentration of substance in g/L (g/L when a is in equation)
a and b stay the same, so A will vary with c only
Molar absorptivity (ε) instead of a in combined beers law
ε is the absorbance of a solute in a concentration of 1mol/L of solution measured in 1cm light path at specific wavelength, temp, pH and solvent. Expressed in L/mol cm A=ε x b x c A has no units ε in L/(mol x cm) b in cm
Graphing combined beers law
independent variable, c, always on x axis dependent variable, A or %T always on y axis Direct relationship (straight line) only observed when beers law is obeyed
Failure to follow or obey beers law results in
a loss of linearity on an A vs concentration graph
Conditions affecting beers law
Operator: incorrect wl high concentration of analyte light path not kept constant failure to set 0%T and 100%T failure to maintain pH and temp Impurity of solution presence of an interfering substance
Instrument: Stray light (common) inability to select narrow band of wl line voltage fluctuations unstable light source nonlinear detector response
Applying beers law (2)
To calculate concentration of the unknowns by comparing unknown A to that of a known solution (a standard)
A calibration curve to plot A vs concentration of a number of known standards that can be used to determine the concentration of unknowns
Applying beers law to calculate c of unknowns by comparing unknown A to a standard - conditions
Beers law is obeyed
Using A (not %T)
The blank (0 standard) is set at 0A
The standard is close in concentration to the unknown
The standard was analyzed at the same time as the unknown
Procedure to apply beers law to calculate c of unknown
1) A measured of a single standard (with a known concentration)
2) A is measured of the clinical sample (with unknown concentration)
3) The A values obtained along with known concentration of standard can be used to calculate the unknown concentration
(Au/As)=(Cu/Cs)