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UV-visible spectroscopy
How They Work
What is Spectroscopy?
• The study of molecular structure and
dynamics through the absorption,
emission and scattering of light.
Spectroscopy
Spectral Distribution of Radiant Energy
Wave Number (cycles/cm)
X-Ray UV Visible IR Microwave
200nm 400nm 800nm
WAVELENGTH(nm)
Spectrophotometer (Spec)
An instrument that measures the
amount of light that passes through
(is transmitted through) a sample.
Transmission and Color
The human eye sees the complementary color to that which is
absorbed
Absorbance and
Complementary Colors
Molecules are whatever color of
light that they do not absorb.
Green molecules appear green
because they absorb most
wavelengths of visible light,
except the green wavelengths.
Ultraviolet (UV)
Spectrophotometers.
Uses ultraviolet light of wave lengths
from 200 nm to 350 nm.
Visible (VIS) Light Spectrum
Spectrophotometers.
 Uses visible light (white light) of wave
lengths from 350 nm to 700 nm.
Conventional
Spectrophotometer
Schematic of a conventional single-beam spectrophotometer
Conventional
Spectrophotometer
Optical system of a double-beam spectrophotometer
Cells
UV Spectrophotometer
Quartz (crystalline silica)
Visible Spectrophotometer
Glass
Open-topped rectangular standard cell (a)
and apertured cell (b) for limited sample volume
Cell Types I
Cell Types II
Micro cell (a) for very small volumes and flow-through cell (b)
for automated applications
Light Sources
UV Spectrophotometer
Hydrogen Gas Lamp
Visible Spectrophotometer
Tungsten Lamp
 The concentration of an unknown sample can be
determined by comparing the absorbance data to
standards of known concentration.
 The data generated with the set of known
standards is called a standard curve.
Transmittance and Path
Length: Beer’s Law
Concentration
The Beer-Bouguer-
Lambert Law
    cbIIIITA  /log/loglog 00
R- Transmittance
R = I0 - original light intensity
I- transmitted light intensity
% Transmittance = 100 x
Absorbance (A) or optical density (OD) = Log
Log is proportional to C (concentration of solution)
also proportional to L (length of light path
through the solution).
I
I0
I
I0
1
T
I
I0
STEPS IN DEVELOPING A
SPECTROPHOTOMETRIC
ANALYTICAL METHOD
1. Run the sample for
spectrum
2. Obtain a monochromatic
wavelength for the
maximum absorption
wavelength.
3. Calculate the concentration
of your sample using Beer
Lambert Equation: A = KCL
Wavelength (nm)
Absorbance
0.0
2.0
200 250 300 350 400 450
Slope of Standard Curve =
 A
C
1 2 3 4 5
1.0
0.5
Concentration (mg/ml)
Absorbance at 280 nm
There is some A vs. C where graph is linear.
NEVER extrapolate beyond point known where
becomes non-linear.
SPECTROMETRIC ANALYSIS USING
STANDARD CURVE
1 2 3 4
0.4
0.8
1.2
Absorbance at 540 nm
Conc entration (g/l) glucose
Avoid very high or low absorbencies when drawing a
standard curve. The best results are obtained with 0.1 < A
< 1. Plot the Absorbance vs. Concentration to get a
straight line
• Every instrument has a useful range for a
particular analyte.
• Often, you must determine that range
experimentally.
• This is done by making a dilution series of
the known solution.
• These dilutions are used to make a
working curve.
What concentration do you think the
unknown sample is?
In this graph, values above A=1.0 are not linear. If we
use readings above A=1.0, graph isn’t accurate.
Spectrophotometry
1. Turn instrument on
2. Select correct wavelength 
3. Choose and clean cuvette
4. Open light, insert Blank (maximum light =
no absorption = 100% T)
5. Measure absorption of Standards, Controls
and Patient samples to 3rd decimal place
Standards
• Precisely prepared = known concentration
• Usually pure solution of single compound
• Plot absorbance vs concentration: standard
curve
Instruments & Application
How to Ensure Accuracy?
• Repeat tests many times and take average
• Run another sample that was tested before
along with patient samples and make sure
its result is close to what it should be
Control Samples
• Similar in composition to patient sample
• Usually pooled from many donors
• Tested at least 30 times to calculate the
average (target value) and allowable range
of variation
Instruments & Application

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