UV visible spectroscopy principles and instrumentation

13,308 views 92 slides Jan 27, 2019
Slide 1
Slide 1 of 92
Slide 1
1
Slide 2
2
Slide 3
3
Slide 4
4
Slide 5
5
Slide 6
6
Slide 7
7
Slide 8
8
Slide 9
9
Slide 10
10
Slide 11
11
Slide 12
12
Slide 13
13
Slide 14
14
Slide 15
15
Slide 16
16
Slide 17
17
Slide 18
18
Slide 19
19
Slide 20
20
Slide 21
21
Slide 22
22
Slide 23
23
Slide 24
24
Slide 25
25
Slide 26
26
Slide 27
27
Slide 28
28
Slide 29
29
Slide 30
30
Slide 31
31
Slide 32
32
Slide 33
33
Slide 34
34
Slide 35
35
Slide 36
36
Slide 37
37
Slide 38
38
Slide 39
39
Slide 40
40
Slide 41
41
Slide 42
42
Slide 43
43
Slide 44
44
Slide 45
45
Slide 46
46
Slide 47
47
Slide 48
48
Slide 49
49
Slide 50
50
Slide 51
51
Slide 52
52
Slide 53
53
Slide 54
54
Slide 55
55
Slide 56
56
Slide 57
57
Slide 58
58
Slide 59
59
Slide 60
60
Slide 61
61
Slide 62
62
Slide 63
63
Slide 64
64
Slide 65
65
Slide 66
66
Slide 67
67
Slide 68
68
Slide 69
69
Slide 70
70
Slide 71
71
Slide 72
72
Slide 73
73
Slide 74
74
Slide 75
75
Slide 76
76
Slide 77
77
Slide 78
78
Slide 79
79
Slide 80
80
Slide 81
81
Slide 82
82
Slide 83
83
Slide 84
84
Slide 85
85
Slide 86
86
Slide 87
87
Slide 88
88
Slide 89
89
Slide 90
90
Slide 91
91
Slide 92
92

About This Presentation

These slight discuss the basic principles, instrumentation and applications of UV-visible spectroscopy.


Slide Content

UV-VISIBLE SPECTROSCOPY
Dr. Sajjad Ullah
Institute of Chemical Sciences
University of Peshawar

Methodsof
Analysis
Classical Instrumental
Amount of analyte
Degree of Precision and accuracy
Sensitivity, selectivity and cost
GravimetricVolumetric
Acid-base
(neutralization)
complexometric
Redox
•Spectroscopic Techniques
•Electrochemical Techniques
•Chromatographic Techniques
•Radiochemical Techniques
2Dr. Sajjad Ullah, ICS-UoP

Instrumental MethodsofAnalysis
Spectral
(Absorption, emission,
Scattering of EMR)
Electroanalytica
l
Separative
UV/Vis spectroscopy (molecular)
Luminescence spectroscopy (molecular)
Atomic spectroscopy (AAS, AFS, AES)
NMR spectroscopy (molecular)
R.D. Braun, Introduction to instrumental analysis
3
Others: IR, Microwave spec., Radiochemical analysis, Refractometry, photoacousticspect., EPR,
XPS, XRF, Raman Spect. (inelastic scattering), turbidimetryand nephelometry(elastic scattering)
Dr. Sajjad Ullah, ICS-UoP

Instrumental Methods are more sensitive and selective but
less precise (on the order of 1 to 5% or so)
They are also more expensive
Amount of analyte
Degree of Precision and accuracy
Sensitivity, selectivity and cost
4Dr. Sajjad Ullah, ICS-UoP

SpectroscopyisthestudyofinteractionofEMR withmatter.
Spectroscopicmethodsofanalysisuse measurementsoftheamountof
EMR thatisabsorbed, emittedorscatteredbya sampletoperforman
assay.
EMR isa formofenergy
EMR possessthepropertiesofbothdiscreteparticles(photons) and
wave(Dual nature, E = hn)
5Dr. Sajjad Ullah, ICS-UoP

C= Light travelling speed:
in a vacuum: c=2.998 x 10
8
m s
-1
(n=1 exactly, in air n=1.0002926)
in other media: c/n(n= refractive index, generally >1)
Therefore:
Energy is inversely proportionalto wavelength
but proportionalto frequency or wavenumber
The relationship between energy (E) and frequency (n) :
E= hn= hc/l= hc/nl
h = Planck’s constant (6.626 x 10
-34
J s)
n= frequency(most common units = cm
-1
), n = 1/T
n= refractive index = c/V
Light is energy in the form of electromagnetic field
Properties of light/EMR (photon)
Wavelength(l): Crest-to-crest distance between waves
Frequency (n): Number of complete oscillations that the wave makes each second
units: number of oscillations/sec or s
-1
or Hertz |(Hz)
6
V= ln = c/n
Where V= velocity
Dr. Sajjad Ullah, ICS-UoP

70.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9
1.54
1.55
1.56
1.57
1.58
1.59
1.60
1.61
1.62
1.63
l m)
n
(
SiO
2
)
CauchyEquation
SiO
2
Dispersion= slope=
Refractive index is different for diffrent Wavelengths
Dr. Sajjad Ullah, ICS-UoP

8
http://hyperphysics.phy-astr.gsu.edu/hbase/ems3.html#c2
SpectralRegions
Dr. Sajjad Ullah, ICS-UoP

9
EMR SPECTRUM
Source: Skoog, West, Holler, Crouch, Fundamentals ofanalyticalChemistry9th Edition
Dr. Sajjad Ullah, ICS-UoP

10
SpectralRegions
R.D. Braun, Introduction to instrumental analysis
Dr. Sajjad Ullah, ICS-UoP

11
C. N. Banwell, Fundamental of molecular spectrocopy
Dr. Sajjad Ullah, ICS-UoP

12
Everycolourisassociatedwithawavelengthrange.
Colourofanobjectdependsontheregionrefelctedbyit(notabsorbed)
Theobservedcoloursdependonaphyscialphenonomenoncalledtransitions
b/welectroniclevelsofamolecule(ΔE=E
excited-E
fundamental)
Violet: 400 -420 nm
Indigo: 420 -440 nm
Blue: 440 -490 nm
Green: 490 -570 nm
Yellow: 570 -585 nm
Orange: 585 -620 nm
Red: 620 -780 nm
VisibleLight Spectrum
Dr. Sajjad Ullah, ICS-UoP

Refelectedcoloursare complimenatrytothoseabsorbed
Whenmore thanonecolour
isreflected, weuse
subtractivecoloursystem
Dr. Sajjad Ullah, ICS-UoP 13

R.M. Christie, ColourChemistry, Royal SocietyofChemistry, 2001, page. 14
Dr. Sajjad Ullah, ICS-UoP 14

Green
Red
Blue
Colourand Electronic Spectra
Dr. Sajjad Ullah, ICS-UoP 15

E
1: Energy ofthefundamental electronicstate
E
2: Energy oftheexcitedelectronicstate
Refrence: C. N. Banwell, thefundamental ofmolecular spectrocopy, p-13
If the same
molecule both
Emits and absorbs,
how We get signal
of absorption
Only?
Dr. Sajjad Ullah, ICS-UoP 16

17
Pavia, Lampman, Criz, Vyvyan, Introduction to Spectroscopy. p383
Dr. Sajjad Ullah, ICS-UoP

18https://www.youtube.com/watch?v=wxrAELeXlek
Dr. SajjadUllah, ICS-UoP

19
Quantitaiveanalysisbyabsorptionspectroscopy
(L.mol
-1
.cm
-1
)
Straight Line Equation: Y = mX+ C
or X= Y-C/m
X= Concentration
Y= Absorbance
m= Slope
C= intercept
Dr. SajjadUllah, ICS-UoP

20
Electronsinvolvedin electronicTransitions
4-Π-bondingē
s:
ē
sinvolvedin Π-bonding, presentin unsaturatedHCs.
Absorbin nearUV orVisibleregion
1-ClosedShell elctron:
Theseare innershellē
s, notinolvedin bonding.
RequirehigherenergyX-raysfor theirexcitation
2-Single bonded(σ-electons):
single-bondedē
spresente in satutratedHCs.
Absorbin FarUV region(10-200 nm)
3-non-bondingē
s:
Lonepairofē
snotinolvedbonding, usuallypresent
onheteroatoms(Ö, S
:
, N
:
and X
:
).
They absorb in near UV-region, andvisbleregion(if
the heteroatom is presente in unsaturated HCs.
Unfortunatelywaterandmostsolventsabsorbin thisregion
CH
4
NH
3
Dr. Sajjad Ullah, ICS-UoP

21Dr. Sajjad Ullah, ICS-UoP

22
Pavia, Lampman, Criz, Vyvyan, Introduction to Spectroscopy. p393
ketone
Methylamine
Dr. SajjadUllah, ICS-UoP

23
n →σ* (l= 150 -250 nm)
Saturated compounds containing Heteroatos(O, S, N, X),
Examples: CH
3OH (183 nm), CH
3I (258 nm), CH
3NH
2(213 nm)
σ→σ* (lbelow 150 nm)
Saturated HCs, High energy required, trasitionsoccur vacuum UV range
Examples: CH
4: l= 125 nm, C
2H
6= 135 nm
N
2absorbs below 160 nm
O
2 absorbs below 200 nm
→* (near UV; visible, Generally 160-190 nm)
Unsaturated compounds, double and triple bonds and benzene rings, large
Ɛ values (1000 -15000 L.mol
-1
cm
-1
), their l
maxdepends on substitutents
Examples: Ethylene 171 nm, butadiene (conjugated system) 217 nm
R-Cl (169 nm) <R-Br< R-I (258 nm)
n →* (near UV and Vis region), ocuurat lower E than →*
Unsaturated compounds with Heteroatoms, aldehydes, ketones, -C≡N, NO
2
Ɛ =10 -100 L.mol
-1
cm
-1
Examples: acetone 277 nm, nitrobutene665 nm
Dr. SajjadUllah, ICS-UoP

24
n →σ* at 150 nm has
not been shown
Ɛ =15
L.mol/cm
Ɛ =900 L/mol.cm
Dr. SajjadUllah, ICS-UoP

25
UV spectrum of acetone showing the π → π∗and n → π∗transitions
n →σ* at 150 nm has
not been shown
Ɛ =15 L.mol/cm
Ɛ =900 L/mol.cm
Dr. Sajjad Ullah, ICS-UoP

26
Pavia, Lampman, Criz, Vyvyan, Introduction to Spectroscopy. p393
Dr. Sajjad Ullah, ICS-UoP

27
Pavia, Lampman, Criz, Vyvyan, Introduction to Spectroscopy. p393
Dr. Sajjad Ullah, ICS-UoP

28Dr. Sajjad Ullah, ICS-UoP

29
Selection Rules for Electronic Trnsitions
For any electronic transition to occur, △E= difference b/w HOMO and LUMO
However, even under such conditions, absorption of energy may not be observed
or observed with low intensity. Why?
Becausetherearecertainrequirementssummarizedin
quantum-mechanicalselectionrulesthatmustbe
satisfiedifatransitionistooccurwithhigher
probability
AllowedTranstionsaretheoneswhichhavehigh
probabilitytotakeplace
ForbiddenTranstionsaretransitionsoflowprobability
Theoreticallyalltransitionsare
possiblebutpracticallyonly
certaintransitionsareofhigh
intensity
Dr. Sajjad Ullah, ICS-UoP

30
Selection Rules for Electronic Trnsitions
1-Spin Multiplicity Rule: △S= 0
2-LaporteRule: △l= ±1, △m= 0,±1
3-Simultaneous excitation of more than one e is forbidden
Such transition that obey these rules occur with high probability
and are called allowed transition
Dr. Sajjad Ullah, ICS-UoP

31
1-Spin Multiplicity Rule: △S= 0
“ the promoted electron be promoted without a change in its spin orientation”.
Ground state
(singlet)
(triplet)(singlet)
Two possible excited states
2S+1= 1 (singlet)
2S + 1= 3 (triplet)
(allowed) (forbidden)
Singlet-to-singlet transition are allowed
Singlet-to-triplet transitonsare forbidden
Dr. Sajjad Ullah, ICS-UoP

32
Thustransitions are forbidden forΔl=0
(i.e, between like atomic orbitals such as s-s, p-p, d-d, f-f)
2-LaporteRule: △l= ±1, △m= 0,±1
“transitions from symmetrical to symmetrical are forbiddenwhile
transitions from symmetrical to asymmetrical are allowed”.
Thisruleisbasedonsymmetryoftheinitialandfinalstates.whenEMRis
absorbed,electricalinworkdoneanddipolemomentchanges.Ifthedistribution
ofe
-
beforeandafterabsorptionisthesame,thetransitionisforbidden.Onthe
otherhand,ifthealteredelectronicdistributionisasymmetricaltotheoriginal
electrondistributions,achangeindipolemomentisobservedandtheTransitions
areallowed.
l = orbital quantum number
m = magnetic quantum number
Dr. Sajjad Ullah, ICS-UoP

33
https://www.youtube.com/watch?v=hWo2b -i6UiE
Dr. SajjadUllah, ICS-UoP

34
Simultaneous excitation rule
“Simultaneous excitation of more than one e is forbidden”.
Ground state
(singlet)
(allowed)(forbidden)
Two possible excited states
Only one e
-
can be excited at a time!
Dr. Sajjad Ullah, ICS-UoP

35
Allowed and Forbidden Trasitions
Transition type
Approximate ɛ
Spin forbidden, Laporteforbidden 0.1
Spin allowed, Laporteforbidden 10
Spin allowed, Laporteallowed (charge transfer) 10,000
Thus the intensity of absorption can be expresses in terms of molar absorptivity.
A transition of unit probability will give ɛ= 10
5
(high intensity allowed transition, e.g.; π-π*).
Transitions with ɛ <10
3
are forbidden (e.g., n-π* have ɛ~100)
Spin forbidden, Laporteallowed 10
-
5 to 1
Dr. Sajjad Ullah, ICS-UoP

Instrumentation of UV-Visible
Spectroscopy
CourseInstructor: Dr. Sajjad Ullah
Part-II

Instrumentation of Spectroscopy
Mostofthespectroscopicinstrumentsinthe
UV/visibleandIRregionsaremadeupoffive
components,
1.a stable sourceof radiant energy;
2.a wavelength selector that isolates a limited
region of the spectrum for measurement;
3.one or more sample containers/cells;
4.a radiation detector, which converts radiant
energy to a measurable electrical signal;
5.a signal processing and readout unit.

38
Diagaram of Istrument used for absorption measurements
Recommended: https://www.youtube.com/watch?v=pxC6F7bK8CU
Source: R. D. Braun, Introduction to instrumental analysis, 1987, p 141
Aspectrophotometerisan
instrumentthatresolves
polychromaticradiationinto
differentλsandmeasure
absorbanceataspecificλ

absorption measurements
fluorescence measurements
emission spectroscopy
excitationλ
emissionλ
Douglas A. Skoog, F. James Holler, Stanley R. Crouch Principles of Instrumental Analysis sixth
edition 2006, p-165

https://www.youtube.com/watch?v=wxrAELeXlek

Light Sources
Alightsourcemustgenerateabeamofradiationthatissufficientlypowerfulfor
easydetectionandmeasurement.Inaddition,itsoutputpowershouldbestable
forreasonableperiodstoallowmeasurementofI
oandI
t(T=I
t/I
o).
Spectroscopiclightsourcesareoftwotypes:
continuumsources,whichemitradiationofallλswithinagivenspectralregion
andtheintensitychangesonlyslowlyfromoneλtotheother.Example:
Tungstenlamp,deuteriumlamp
linesources,whichemitalimitednumberofspectrallinesornarrowbandof
radiation(<0.01mm)withknownλwhicharecharacteristicofthesource.
Sourcescanalsobeclassifiedascontinuoussources,whichemitradiation
continuouslywithtime,orpulsedsources,whichemitradiationinbursts.

The source of EMR is chosen according to the spectral range to be studied

Douglas A. Skoog, F. James Holler, Stanley R. Crouch Principles of Instrumental Analysis , sixth
edition 2006, p-167
The source of EMR is chosen according to the spectral range to be studied

Continuum Sources in the UV/Visible Region
Tungstenfilamentlamp:
Incandescent;
λrange:320to2500nm.
Temperatureofoperation=2900K(usefulrangeofλ350to2200nm.
Theλofmaximumemissionistemperature(orfilamentvoltage)dependent:higher
Tleadstoashifttoshorterλregion(butalsoshorterlife-timeduetosublimation
ofWfromfilament).
Tungsten/halogenlamps(quartz/halogenlamps)
containasmallamountofiodineorbrominewithinthequartzenvelopethat
housesthefilament.Quartzallowsthefilamenttobeoperatedatatemperature
(3500K),sohigherintensitiesandaccesstoUVregion(extendedλrange=240to
2500nm).LongerlifetimeasthesublimeWreactswithI
2toformWI
2which
redepositandthendecomposeonthefilamentstoleavetheWbackonthefilament

Deuterium/Hydrogenlamps(D
2/H
2lamps)
ContinuumradiationintheUVregion
Make-up:cylindricaltube,containingdeuteriumatlowpressure,
withaquartzwindow(UVTransparent)
Electricalexcitationapplyingabout40Vbetweenaheated
oxide-coatedelectrodeandametalelectrode.
H
2 + E
eH
2*
H
2* Ὴ+ H`
`+hυ
E
e= E
H2* = E
Ὴ+ E
H`+hυ
ThesumofE
ῊandE
H`canvaryfromzerotoE
H2*
andsodoestheenergyofphoton(hυ),thuscontinuous
emission(λ=160nmtoabout375nm)
Lifetime:2000hours
http://www.photron.com.au/.assets/brochures/deuterium_lamp.pdf

Continuum Sources in the IR region
ThecontinuumsourcesforIRradiationare
normallyheatedinertsolids.AGlobarsource
consistsofasiliconcarbiderod.Infrared
radiationisemittedwhentheGlobarisheatedto
about1500
o
Cbythepassageofelectricity.
ANernstGlowerisacylinderofzirconiumand
yttriumoxideswhichemitsIRradiationwhen
heatedtoahightemperaturebyanelectric
current.Electricallyheatedspiralsofnichrome
wirealsoserveasinexpensiveIRsources.

Line Sources
LinesourcescanbeusedintheUV/visibleregion.Low-
pressuremercuryarclampsareverycommonsources
foruseinliquidchromatographydetectors.Thedominant
lineemittedbythesesourcesisat253.7nm.
Hollowcathodelampsarealsocommonlinesourcesused
specificallyforatomicabsorptionspectroscopy.
Lasershavealsobeenusedinmolecularandatomic
spectroscopy,bothforsinglewavelengthandforscanning
application.Tunabledyelasercanbescannedover
wavelengthrangesofseveralhundrednanometerswhen
morethanonedyeisused.

High
Pressure
Mercury
Lamp
Mercury vapor lamps
Mercury vapor lamps are probably the
most common and emit intense light
at 253.7 nm (and certain other
wavelengths). Because of the limited
emission spectra of the lamp wavelengths
are not adjustable.
Becauseoftheintensityofthe
radiation,fixedwavelengthdetectors
canbeupto20timesmoresensitive
thanvariablewavelength
detectors.

49
Douglas A. Skoogand James J. Leary, Principles of Instrumental Analysis,
Saunders College Publishing, Fort Worth, 1992.
Hollow Cathode Discharge Tube
Apply ~300 V across
electrodes.
Ar
+
or Ne
+
travel toward the
cathode.
If potential is high enough
cationswill sputter metal off
the electrode.
Metal emits photons at
characteristic atomic lines as
the metal returns to the
ground state.

Wavelength Selectors
(Dispersion and Isolation devices)
SpectroscopicinstrumentsintheUVandvisibleregionsare
usuallyequippedwithoneormoredevicestorestricttheradiation
beingmeasuredtoanarrowband.
Thesedevicesenableselectionofrelativelynarrowbandof
wavelengthsfromabroadbandofradiation.
Theyenhanceboththeselectivityandthesensitivityofan
instrument.
NarrowbandsofradiationgreatlydiminishthechanceforBeer’s
lawdeviationsduetopolychromaticradiation

Effective bandwidth-the width of the band of
transmitted radiation in λunits at half peak
height.
For monochormators EBW = few 10
th
of a nm
For absorption Filter EBW = 200 nm or more
Transmittance at nominal λ
nominal λ

Wavelength Selectors
Filter (discontinuous)
Monochromators (continuous)
Absorption
filter
Interference
filters
1-sharp-cut off
short λ-selectors
(orange filter)
2-sharp-cut off
long λ-selectors
(Blue-green filters)
3-Band pass filters
Prism
Monomoch.
Grating
Monomoch.
Filtersaresimple,rugged,cheapbutcannotbe
usedforλscanning

http://chemwiki.ucdavis.edu/Physical_Chemistry/Spectroscopy/Electronic_Spectroscopy/Electronic_Spectroscopy%3A_Application
http://micro.magnet.fsu.edu/primer/java/filters/absorption/index.html
Filters
Filterspreventpassageofradiationatallλ
sexceptinafixedλregion
AbsorptionFilters
Absorption filters limit radiation by absorbing certain portions of thespectra.
Usefulfor visibleregion
They are made primarily from colored filter glass or dyes suspended in
gelatin and sandwiched between two glass plates
Effective bandwidth =30‒250 nm
Advantages: simplicity, ruggedness, low cost.
Disadvanatage: Theycannotbeusedfor λscanning(isolateonebandofλ
sonly)
Types:
1-Cut-off filters
2-Band pass filters

Cut-off Filters
Thesefiltershave%Tofnearly100%overaportionofthevisiblespectrumbut
thenrapidlydecreasestoalmost0%overtheremainder.
1-Sharp-cutoffshortλ-selector(Orange-redfilters):
Theytransmitlightofλbeyondafixedvalueandabsorbslightofshortλ
MaximumTransmittacethroughthesefiltersis80-90%oftheintensityof
incidenteradiation.Transitionbetween0%Tandmaximumtransmiattance
occursoveraλrangeof40nm
2-Sharp-cutofflongλ-selector(Blue-greenfilters):
Theytransmitsrealtivelyshorterwavelengths,soalsocalledblue-green
filters

Band Pass orCombination Filters
AbandpassfilterisconstructedbycombiningspectrallyoverlapingGreenand
Orangecut-offfilters.
Radiationistransmittedthroughthecombination(bandpass)onlyinthe
spectralregionwhichcanbetransmittedbybothfilters
Maximum%T=25%ofincidentradiation

Interferance Filters
2d = m λ
2d n = m λ
λ=2d n/ m
n = ref.index
d =1/2, 1. 3/2 ofλ
(m = 1,2,3)
White radiation
The central wavelength of the transmitted band is controlled by
areful construction of the filter with a proper d-value

Comparison of bandwidths of interference and absorption filter

Amonochromatorsconsistsofentrance/exitslits,aprismor
diffractiongrating(dispersivecomponent)andlenses/mirrors(to
collimate/focusthebeam).
Theygenerallyemployadiffractiongratingtodispersetheradiation
intoitscomponentwavelengths.Olderinstrumentsusedprismsfor
thispurpose.
Monochromator
ByrotatingthegratingorPrism,differentwavelengthscanbemadetopass
throughanexitslit.Theoutputwavelengthofamonochromatoristhus
continuouslyvariableoveraconsiderablespectralrange
Prism monochromators
Grating
Monochro-
mators

λ
2 < λ
1
Refraction occurs at both faces of the prism and radiation is thus dispersed
Dispersed radiation is focussed onto a curved surface containing exit slit
Radiation of desired wavelength can be caused to pass the exit slit by rotataion of the prism
Refractive index (n) of the prism materials depends on λ. As λincreases,ndecreases
Refracation depends on nand ndepends on λ; shorter λ, more refraction
Used in UV, visible and IR region

dQ/dn
Geometriccomponente
dn/dl
Dispersion
depends on Prism
material,
(See next slide)
depends on Prism
geometry,
e.g., apex angle (α)
and B/b ratio
C. F. Bohren and D. R. Huffman, Absorption and Scattering of Light by Small Particles, Wiley-VCH Verlag GmbH,
Weinheim, Germany, 1998, vol. 1.

Dispersion = slope = dn/dλ
Prism material
Glass = visible region
Quartz = UV region
NaCl, KBr, CSI = IR region
C. F. Bohren and D. R. Huffman, Absorption and Scattering of Light by Small Particles, Wiley-VCH Verlag GmbH,
Weinheim, Germany, 1998, vol. 1.
Dispersion: Refractive index-wavelength curves
The dispersion of the prism material
depends on the slope of the refractive
index vs wavelength curve:

Grating monochromator
Byrotatingthegrating,differentwavelengthscanbemadetopassthroughanexitslit.Theoutput
wavelengthofamonochromatoristhuscontinuouslyvariableoveraconsiderablespectralrange.
Thewavelengthrangepassedbyamonochromator,calledthespectralbandpassoreffective
bandwidth,canbelessthan1nmformoderatelyexpensiveinstrumentstograterthan20nmfor
inexpensivesystems.
The output of a grating monochrmomator
λ
2 < λ
1

Path Diference = CA-BD = nλ
Constructiveinterferanceoccurswhenthediffreneceinthedistancethatis
travelledbythediffractedradiationfromeachsurfaceofthegroovetothe
wavefrontisanintegralnumberofwavelength:
The Grating Equation
R. D. Braun, Introductiontoinstrumental analysis, 1987, p 166-169
The in-phase radiation can be foucussed at the exit slit using lennese
300-2000 groves/mm (UV-Vis)
10-200 groves/mm (IR)

The Grating Equation
Path Diference = CA-BD = nλ(1)
r +BDC + CDA = 90°(2)
i + r +BDC = 90° (3)
Solving equation 3 for BDC and
substiuting its value in equation 2 gives:
i = CDA (4)
Furthermore, it can be shown that
sin CDA= Sin i = CA/d
CA = d sin i (5)
Similarly,
negativesignisusedasr(refelectedangle)is
ontheoppositesideofthenormal
Puttin 5 and 6 in equation 1:
d sin i –(-d sin r) = nλ
d (sin i + sin r) = nλ
BD=-dsinr(6)

It is the ability of a monochromator to seprate adjacente wavelengths
For example, If a monochormator seprates two adjacente peaks at 207.3 and 215.1 nm
It will have a resolution:
R = λ/Δλ λ= mean wavelength
R = 211.2/7.8 = 27
What resolution of a monochrmoator is required to seprate Na lines 589.0 and 589.5nm?
R = 589.25/0.5 = 1178.5
Resolution (R) of a monochromator

Optical Materials or Sample holder
Thecells,windows,lenses,mirrors,and
wavelengthselectingelementsinanoptical
spectroscopicinstrumentmusttransmitradiationin
thewavelengthregionbeingemployed.Ordinary
silicateglassiscompletelyadequateforthevisible
regionandhastheconsiderableadvantageoflow
cost.IntheUVregion,atwavelengthsshorterthan
about380nm,glassbeginstoabsorbandfused
silicaormustbesubstituted.Also,glass,quartz,
andfusedsilicaallabsorbintheIRregionat
wavelengthslongerthanabout2.5m.Hence,
opticalelementsforIRspectrometryaretypically
madefromhalidesalts.

Detecting and Measuring Radiant Energy
Toobtainspectroscopicinformation,theradiantpowertransmitted,fluorescedor
emittedmustbedetectedinsomemannerandconvertedintoameasurable
quantity.
Adetector(alsocalledtransducer)isadevicethatindicatestheexistenceofsome
physicalphenomenon.
Thetermtransducerisatypeofdetectorthatconvertsvarioustypesofphysical
andchemicalproperties(e.g.,lightintensity,pH,mass,andtemperature)into
electricalsignals(voltage,charge,current)thatcanbesubsequentlyamplified,
manipulated,andfinallyconvertedintonumbersproportionaltothemagnitude
oftheoriginalsignal.

Properties of Radiation Transducers
HighSensitivity: Respondsrapidlytolowlevelsofradiantenergyovera
broadwavelengthrange.
LinearResponse:Theelectricalsignalproducedbythetransducerbe
directlyproportionaltotheradiantpowerPofthebeam
G=KP+K’
Lowbackgroundnotice:Producesanelectricalsignalthatiseasilyamplifies
andhasalowelectricalnoiselevel(K’~0)
G=electricalresponseofthedetector
inunitsofcurrent,voltage,orcharge.
K=proportionalityconstantthat
measuresthesensitivityofthedetector
intermsofelectricalresponseperunit
ofradiantpowerinput.
K’=Asmallconstantresponseknown
asadarkcurrent,evenwhenno
radiationstrikestheirsurfaces.K’=0
as instrumentautomatically
compensatebyusingacountersignal
sothatG=KP
P= k G
P
0
= k G
0
(for sample solution)
(for solvent or blank)
A= log P
0
/ P= log kG/kG
0
A= log G
0
/G
Thus we measure absorbance in terms of
electrical signal

Types of Transducers
Twogeneraltypesoftransducers:onetyperespondsto
photons,theothertoheat.
Allphotondetectorsarebasedontheinteractionofradiation
withareactivesurfacetoproduceelectrons
(photoemission)ortopromoteelectronstoenergystatesin
whichtheycanconductelectricity(photoconduction).
OnlyUV,visibleandnear-IRradiationpossessenough
energytocausephotoemissiontooccur;thus,
photoemissivedetectorarelimitedtowavelengthsshorter
thanabout2m(2000nm).
Photoconductorscanbeusedinthenear-,mid-,andfar-IR
regionsofthespectrum.

…continued…
WedetectIRradiationbymeasuringthe
temperatureriseofablackenedmateriallocatedin
thepathofthebeamorbymeasuringtheincrease
inelectricalconductivityofaphotoconducting
materialwhenitabsorbsIRradiation.
PhotonDetectors
Widelyusedtypesofphotondetectorsinclude
phototubes,photomultipliertubes,silicon
photodiodes,andphotodiodearrays.

Photomultiplier Detector
•The type is commonly used especially for low
radiant powers.
•The detector consists of a photoemissive cathode
(coated with cesium oxide) coupled with a series
of electron-multiplying dynode stages.
•The primary electrons ejected from the photo-
cathode are accelerated by an electric field so as to
strike onto the first dynode and then the e emitted
from 1
st
dynodes are directed onto the 2
nd
dynodes
and so on.
•Amplification = n
d
where d is the number of dynodes and n is the
no of electrode emitted per dynode. Usually 10
6
to10
7
e are emitted per photon

Photomultiplier Detector

Photovoltaic or Barrier Layer cell

Barrier Layer/Photovoltaic Detector
•This device measures the intensity of photons by means of the voltage
developed across the semiconductor layer.
•Electrons, ejected by photons from the semiconductor, are collected by
the silver layer.
•The potential depends on the number of photons hitting the detector.
•Mostly used in the visible region with maximum sensitivity at 550 nm
•Advantage: Useful for simple portable low cost filter instruments,
requires no external power supply, provides readily measured response
at high intensity of EMR
•Disadvantages includes difficulty of amplification of output due to
low internal resistance, low sensitivity at low illumination intensity
and fall off of response upon prolong illumination.

Silicon photodiodes
•They consists of reverse biased pnjunction formed
on a silicon chip.
•The reverse bias creates a depletion layer that
reduces the conductance of the junction to nearly
zero.
•If radiation is allowed to fall on chip, holes and
electrons are formed braking the junction.
•Produces a current that is proportional to radiant
power
•More sensitive then vacuum tube but less sensitive
than photomultiplier tubes

Silicon photodiodes

Heat responding detectors
•In IR region photons are lack the energy to
cause photoemission of electrons. Thus thermal
detector are employed in IR region
•The radiation impinges upon are absorbed by a
blackbody, and rise in temperature is measured.
•These includes
•Thermocouples, Bolometer, Pyroelectric
detectors

Diode Array Detectors
The photo diode array detector passes a wide spectrum of light through
the sample. The spectrum of light is directed to an array of photosensitive
diodes. Each diode can measure a different wavelength which allows for
the monitoring of many wavelengths at once.
-Peak Purity
-Quantify a peak with an
interfering peak
Compound Identification
Monitor compounds with
different UV max.

83
Photoconductivity Detectors
•Most sensitive detector for near IR region. It can be used up to far IR
region by cooling to suppress the noise arising from thermal induced
energies. The resistance decrease when thy absorb radiation.
•A crystalline semi conductor are formed from sulfides some metals
like Pb, Cd, gallium and indium
•Absorption of radiation by this material promotes there bounded
electrons in to an energy state in which they are free to conduct
electrical current. The resulting change in conductivity can then be
measured with a circuit.
•Lead sulfide is the most widely used photoconductive material

Signal Processor and Readout
•The signal processing include amplification of the
electrical signal. Alteration of signal from dc to ac etc.
•They are also called to perform mathematical
operation on signal as differentiation, integration or
conversion to a logarithm.
•Read out unit convert electrical signal to readable
form.
•Read out devices include digital meters, scales of
potentiometers, recorders and cathode ray tubes
•It also include fiber optics or light pipes to flow the
light from one part to another.

Single and Double Beam Spectrometer
•Single-Beam: There is only one light beam or optical path
from the source through to the detector.
•Double-Beam: The light from the source, after passing
through the monochromator, is split into two separate
beams-one for the sample and the other for the reference.

16/9/2006 8:28 Deokate U.A. 87

FIGURE 6-19 Emission spectrum of a brine sample obtained with
an oxyhydrogen flame. The spectrum consists of the supenmposed
line, band, and continuum spectra of the constituents of the sample.
The characteristic wavelengths of the species contributing to the
spectrum are listed beside each feature. (R.Hermann and C. T" J
Alkemade, Chemical Analysis. by Flame photormetry, 2nd ed., p.
484. New York: Interscience, 1979.)
Douglas A. Skoog, F. James Holler, Stanley R. Crouch Principles of Instrumental Analysis sixth
edition 2006, p-150-155

FIGURE6-21Energy-leveldiagramsfor(a)asodium
atomshowingthesourceofalinespectrumand(b)a
simplemoleculeshowingthesourceofabandspectrum.
Douglas A. Skoog, F. James Holler, Stanley R. Crouch Principles of
Instrumental Analysis sixth edition 2006, p-152