Transcript Instrument

I
Instrumentation for UV and visible
absorption
Lamps
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Generally need a continuous source
Tunable laser would be ideal (not available)
Choice depends on wavelength region
Visible – Tungsten
UV – H2 or Deuterium (~160 -350nm)
Visible – Tungsten (~ 350 – 2500 nm)
Deuterium (arc) lamp
• Low power discharge (100w) through low
pressure (~10 torr) of deuterium.
• D2 + Ee →D2* → D’ + D’’ + h
• As the two atomic species can have a variety of
kinetic energies, so the light emitted will be a
continuum.
Deuterium lamps
Tungsten Filament Lamp
• Visible and Near
Infrared
• Filament temperature
2870 K
• Stable because of
good voltage control
Quartz/halogen lamps
• Iodine is added
• Higher operating temperature (~3500 K)
allows higher energy output but requires
quartz envelope (melts at higher temp
than glass)
• W + I2 →WI2 (volatile)
• When they hit the hot filament they
decompose and release W
• Increases lamp life
Ruby laser
Some atoms emit photons
which stimulate further emission
Light from flash tube
excites ruby atoms
Leaves through half-silvered mirror
Optical materials
• Need light to be able to pass through
sample holder, etc.
• Visible – glass –strong, cheap
• Usually cuts off ~ 360 nm
• UV – quartz
• Below 200 nm, O2 absorbs – so purge with
dry nitrogen (gets you to 160 nm)
• lower =vacuum UV
Useful transmission rangea for optical materials
Material
Range
fused silica
170 nm - 3.6 μm
glass
360 nm - 2.5 μm
sodium chloride
200 nm - 15 μm
potassium bromide
230 nm - 25 μm
potassium chloride
200 nm - 18 μm
thallium bromide-thallium iodide 500 nm - 35 μm
cesium iodide
230 nm - 50 μm
calcium fluoride
125 nm - 9 μm
barium fluoride
130 nm - 12 μm
lithium fluoride
104 nm - 7 μm
sodium fluoride
195 nm - 10.5 μm
cadmium fluoride
200 nm - 10 μm
lead fluoride
290 nm - 11.6 μm
lanthanum fluoride
400 nm - 9 μm
magnesium fluoride
110 nm - 7.5 μm
aLimits
are taken as wavelengths where percent transmittance falls to 60 percent for a
1-cm thickness.
Absorption filters
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Just in visible region
Coloured glass or dye between plates
Cheap
Cut-off or band-pass
Interference Filters
• Two transparent plates coated wth
partially reflecting metal films
• Separated by dielectric materialCaF2 or,MgF2 ( thickness t)
• Exiting beams can have travelled
extra distances = multiples of 2t
• If 2t =n /, constructive interference
will occur – orders of that  of light
will pass through the filter
• Smaller bandpass than absorption
filters
Transmission Gratings
• Light interference
• Diffraction or
reflection
Reflection Gratings
• Holographic gratings:
• 2 collimated beams of light are used to
produce interference fringes in a
photosensitive material on flat glass.
• The light-exposed material is washed
away and the grooves are coated with a
reflective layer, eg Al
Grating normal
Monochromatic
Beam at
incident
Angle i
CD = extra distance
travelled
n = CD – AB = d(sini + sinr)
CD = dsini
AB = -dsinr
Grating Characteristics
• Resolution:

 nN

  wavelength
n  diffractio n order
N  Number of grooves illuminate d (typically1200  1400 / mm)
The more grooves, the better the
resolution
Dispersion:

n

 d cos 
d  spacing between adjacent grooves
angles in radians
n  the diffraction order
Dispersion is better if the spacing
between grooves is smaller
Monochromator
• Grating and slits
• Usually other mirrors
as well
Slit width
The slit width is defined by the bandwidth of
radiation it allows through.
Resolution of closely spaced bands is
achieved at the expense of decreased
S/N.
Slits should be as wide as possible, but
small compared to width of absorbance
band
Unwanted orders of light
• Need a filter to remove these
• Always have filter as well as a grating
Errors – Stray radiation
Po
A  log
P
Po Ps
As  log
P  Ps
As  A
• Low A – P similar to Po
• High A – P is small - low S/N ratio
• For most modern instruments, once above
a certain concentration, the error is mostly
in the cell positioning