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Priyankar Sen, Ph.D.
Centre for Bioseparation Technology.
VIT, Vellore 632014
Priyankar.sen@vit.ac.in
INFRARED (IR) SPECTROSCOPY
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1/11/2018 4PRIYANKAR SEN
The portion of the infrared region most useful for analysis of organic
compounds is not immediately adjacent to the visible spectrum, but is that
having a wavelength range from 2,500 to 16,000 nm, with a corresponding
frequency range from 1.9*1013 to 1.2*1014 Hz.
1/11/2018 5PRIYANKAR SEN
The portion of the infrared region most useful for analysis of organic
compounds is not immediately adjacent to the visible spectrum, but is that
having a wavelength range from 2,500 to 16,000 nm, with a corresponding
frequency range from 1.9*1013 to 1.2*1014 Hz.
1/11/2018 6PRIYANKAR SEN
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1/11/2018 8PRIYANKAR SEN
1/11/2018 9PRIYANKAR SEN
1/11/2018 10PRIYANKAR SEN
1/11/2018 11PRIYANKAR SEN
VIBRATION OF CO2
1/11/2018 12PRIYANKAR SEN
SYMMETRIC STRECHING ASYMMETRIC STRECHING
1/11/2018 PRIYANKAR SEN 13
1/11/2018 PRIYANKAR SEN 14
vibrations
1/11/2018 PRIYANKAR SEN 15
1/11/2018 PRIYANKAR SEN 16
1/11/2018 PRIYANKAR SEN 17
IR spectroscopy Day-2
Biological spectroscopy
BIT3005
1/11/2018 PRIYANKAR SEN 18
Conventions:
Wavelength: it ranges from 780nm to 250,000nm. For
convenience it used to be written in micron (μm; 10-6m), thus
0.78 to 250 μm.
Wavenumber: number of wavelenghts per unit distance.
Therefore, 100cm-1 implies there are 100 wavelengths per
cm.wavenumber in cm-1 is given by:
What will the conversion formula if wavenumber is in cm-1 and
wavelength is in micron???
1/11/2018 PRIYANKAR SEN 19
• Infrared region is usually divided into three regions:
near infrared, mid-infrared, and far infrared
• Mid-IR region (λ = 2.5 -25 μm; = 4000 – 400 cm-1) is the region of interest
for studying molecular vibrations.
1/11/2018 PRIYANKAR SEN 20
Degrees of freedom and molecular vibrations
• At non-zero temperatures, i.e. temperatures
above 0 K, all the atoms in a molecule are in
motion. The molecule itself also is in
translational and rotation motion.
1/11/2018 PRIYANKAR SEN 21
TRANSLATIONAL MOTION
MOLECULAR MOTION
ROTATIONAL MOTION
In a three dimensional space, an atom in isolation has 3 degrees of
freedom, corresponding to the motion along the three independent
coordinate axes. A molecule composed of N atoms has a total of 3N
degrees of freedom.
1/11/2018 PRIYANKAR SEN 22
Degrees of rotational freedom for a diatomic (A) and a triatomic (B) molecule
 For a non-linear molecule, three of these 3N degrees of freedom
correspond to translational motion, three correspond to rotational
motion while rest 3N-6 are the vibrational degrees of freedom.
3N= 3 transl + 3 rotational + (3N-6) vib
 For a linear molecule, there are only two rotational degrees of
freedom that correspond to the rotation about the two orthogonal
axes perpendicular to the bond. A linear molecule, therefore, has
3N-5 vibrational degrees of freedom.
3N= 3 transl + 2 rotational + (3N-5) vib
1/11/2018 PRIYANKAR SEN 23
BOND ANGLE 108° 180°
Let us have a look at the degrees of freedom of
a diatomic molecule.
 A diatomic molecule has a total of 3 × 2 = 6 degrees
of freedom.
 Three of these six degrees of freedom correspond to
translational motion of the molecule;
 two of them define rotational degrees of freedom;
1/11/2018 PRIYANKAR SEN 24
• while one corresponds to the vibration of the atoms
along the bond. The 3N-6 vibrational degrees of
freedom (3N-5 for linear molecules) represent the
true/fundamental modes of vibration of a molecule.
1/11/2018 PRIYANKAR SEN 25
The different types of vibrations are shown
1/11/2018 PRIYANKAR SEN 26
Stretching and bending vibrations in molecules
• A vibrating bond can therefore be considered a spring with its
ends tethered to two atoms.
• If the masses of the atoms are m1 and m2, the frequency of
stretching vibration of the diatomic molecule can be given by
the Hooke’s law:
1/11/2018 PRIYANKAR SEN 27
Express it in wavenumber?
• A vibrating bond can therefore be considered a spring with its
ends tethered to two atoms.
• If the masses of the atoms are m1 and m2, the frequency of
stretching vibration of the diatomic molecule can be given by
the ? law:
1/11/2018 PRIYANKAR SEN 28
Frequency
of vibration
Spring constant
Reduced mass
Dividing equation by λ gives:
• The spring constant, k is the measure of the bond strength. The
stronger the bond, the higher the k , and consequently the higher is
the frequency of vibration.
1/11/2018 PRIYANKAR SEN 29
QUESTION?
• An IR active vibration of a particular frequency
absorbs the IR radiation of same frequency.
Let us calculate the position of absorption
band for carbonyl stretching vibration
(frequency = 5.1 × 1013vibrations/second) in
acetone.
1/11/2018 PRIYANKAR SEN 30
1/11/2018 31PRIYANKAR SEN
1/11/2018 PRIYANKAR SEN 32
1/11/2018 PRIYANKAR SEN 33
1/11/2018 PRIYANKAR SEN 34
1/11/2018 PRIYANKAR SEN 35
INSTRUMENTATION
1/11/2018 PRIYANKAR SEN 36
1/11/2018 PRIYANKAR SEN 37
1/11/2018 PRIYANKAR SEN 38
WORKING DIAGRAM OF FTIR
1/11/2018 PRIYANKAR SEN 39
1/11/2018 PRIYANKAR SEN 40
1/11/2018 PRIYANKAR SEN 41
1/11/2018 PRIYANKAR SEN 42
1/11/2018 PRIYANKAR SEN 43
1/11/2018 PRIYANKAR SEN 44
1/11/2018 PRIYANKAR SEN 45
ATR-FTIR
1/11/2018 PRIYANKAR SEN 46
47
Infrared Sampling Methods
Transmission
detector source
Internal Reflection
Attenuated Total Reflection (ATR)
48
Transmission Mode Reflection Mode
•
•
sample
sample
radiation
radiation
49
• To obtain an IR spectrum in the
transmission mode, the sample
must be placed in a “container” or
cell that is transparent in the IR
region of the spectrum.
• Sodium chloride or salt plates are
a common means of placing the
sample in the light beam of the
instrument.
IR transparent Salt Plates
Transmission Mode
50
Dessicator
Water-free
Environment
for
Water-sensitive
Salt Plates.
Transmission Mode
51
Transmission Mode
Preparing a “Neat” IR liquid Sample
52
Transmission Mode
53
Transmission Mode
54
Transmission Mode
55
Transmission Mode
56
Light Path
(shown by red line)
Transmission Mode
57
Preparing a KBr Disk for solid samples
Transmission Mode
1 2 3
4
5
58
• Infrared energy propagates through an internal reflection crystal (IRE), usually ZnSe, Ge and KRS-5
(mixture of thallium iodide and bromide) and recently we use diamond as the internal reflection
element.
• Although the infrared radiation is “completely” internally reflected, an evanescent wave extends
beyond the surface of the crystal.
• Any sample that is in intimate contact with the crystal will interact with the infrared energy,
reducing the internal reflectance (attenuated).
Reflectance mode Attenuated Total Reflectance (ATR)
sample
59
FT-IR Sampling
 Traditional transmission experiment
 Employs alkali halide (salts) matrix
 True transmission spectrum is collected
 Attenuated Total Reflection
– Simple and faster to use.
– Minimal sample preparation (simply place the sample in
contact with the ATR element)
– Often 1 step process
– Easy to clean-up
– Reflectance-type spectrum is collected.
– solids/liquids/films.
– Spectral features are usually weaker than those of transmission
spectrum.
60
Traditional ATR Disadvantages
(using ZnSe as IRE)
• Chemically vulnerable
– Clean only with a non-corrosive solvent
• Physically susceptible
– Soft nature of internal reflectance element (IRE)
restricts the application of force
– Surface can be scratched
• Not suitable for:
– Corrosive liquids
– Harder powders
61
Diamond ATR Advantages
• Diamond ATR overcomes the limitations of traditional ATR
– Small ATR element size allows intimate contact with samples
and greatly reduces sample size requirements.
– Reproducible results are achievable because, by filling the ATR
element every time, path length and sample area are constant.
– Mechanical strength of the diamond ATR element allows for
compression of the sample for intimate contact.
– Resistant to all corrosive and abrasive solvents and samples.
– Cleans up easily because of the low friction coefficient of
diamond.
– Control sensitivity.
62
Diamond ATR Disadvantages
• Diamond interferes (absorbs IR) between 2200 cm-1 to 1900
cm-1
– Not major; however, some cyano group information could
be lost
• Spectrum usually weaker than traditional transmittance
experiments
– due to the small penetration depth of the evanescent
wave into the absorbing medium, typically around
10 µm in the infrared
63
4000 3000 2000 12001600 800 400
Infrared Spectra
(KCl matrix versus ATR)
Transmittance / Reflectance
Wavenumber (cm-1)
ATR
KBr matrix

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INFRARED SPECTROSCOPY

  • 1. Priyankar Sen, Ph.D. Centre for Bioseparation Technology. VIT, Vellore 632014 Priyankar.sen@vit.ac.in INFRARED (IR) SPECTROSCOPY
  • 4. 1/11/2018 4PRIYANKAR SEN The portion of the infrared region most useful for analysis of organic compounds is not immediately adjacent to the visible spectrum, but is that having a wavelength range from 2,500 to 16,000 nm, with a corresponding frequency range from 1.9*1013 to 1.2*1014 Hz.
  • 5. 1/11/2018 5PRIYANKAR SEN The portion of the infrared region most useful for analysis of organic compounds is not immediately adjacent to the visible spectrum, but is that having a wavelength range from 2,500 to 16,000 nm, with a corresponding frequency range from 1.9*1013 to 1.2*1014 Hz.
  • 12. VIBRATION OF CO2 1/11/2018 12PRIYANKAR SEN SYMMETRIC STRECHING ASYMMETRIC STRECHING
  • 14. 1/11/2018 PRIYANKAR SEN 14 vibrations
  • 18. IR spectroscopy Day-2 Biological spectroscopy BIT3005 1/11/2018 PRIYANKAR SEN 18
  • 19. Conventions: Wavelength: it ranges from 780nm to 250,000nm. For convenience it used to be written in micron (μm; 10-6m), thus 0.78 to 250 μm. Wavenumber: number of wavelenghts per unit distance. Therefore, 100cm-1 implies there are 100 wavelengths per cm.wavenumber in cm-1 is given by: What will the conversion formula if wavenumber is in cm-1 and wavelength is in micron??? 1/11/2018 PRIYANKAR SEN 19
  • 20. • Infrared region is usually divided into three regions: near infrared, mid-infrared, and far infrared • Mid-IR region (λ = 2.5 -25 μm; = 4000 – 400 cm-1) is the region of interest for studying molecular vibrations. 1/11/2018 PRIYANKAR SEN 20
  • 21. Degrees of freedom and molecular vibrations • At non-zero temperatures, i.e. temperatures above 0 K, all the atoms in a molecule are in motion. The molecule itself also is in translational and rotation motion. 1/11/2018 PRIYANKAR SEN 21 TRANSLATIONAL MOTION MOLECULAR MOTION ROTATIONAL MOTION
  • 22. In a three dimensional space, an atom in isolation has 3 degrees of freedom, corresponding to the motion along the three independent coordinate axes. A molecule composed of N atoms has a total of 3N degrees of freedom. 1/11/2018 PRIYANKAR SEN 22 Degrees of rotational freedom for a diatomic (A) and a triatomic (B) molecule
  • 23.  For a non-linear molecule, three of these 3N degrees of freedom correspond to translational motion, three correspond to rotational motion while rest 3N-6 are the vibrational degrees of freedom. 3N= 3 transl + 3 rotational + (3N-6) vib  For a linear molecule, there are only two rotational degrees of freedom that correspond to the rotation about the two orthogonal axes perpendicular to the bond. A linear molecule, therefore, has 3N-5 vibrational degrees of freedom. 3N= 3 transl + 2 rotational + (3N-5) vib 1/11/2018 PRIYANKAR SEN 23 BOND ANGLE 108° 180°
  • 24. Let us have a look at the degrees of freedom of a diatomic molecule.  A diatomic molecule has a total of 3 × 2 = 6 degrees of freedom.  Three of these six degrees of freedom correspond to translational motion of the molecule;  two of them define rotational degrees of freedom; 1/11/2018 PRIYANKAR SEN 24
  • 25. • while one corresponds to the vibration of the atoms along the bond. The 3N-6 vibrational degrees of freedom (3N-5 for linear molecules) represent the true/fundamental modes of vibration of a molecule. 1/11/2018 PRIYANKAR SEN 25
  • 26. The different types of vibrations are shown 1/11/2018 PRIYANKAR SEN 26 Stretching and bending vibrations in molecules
  • 27. • A vibrating bond can therefore be considered a spring with its ends tethered to two atoms. • If the masses of the atoms are m1 and m2, the frequency of stretching vibration of the diatomic molecule can be given by the Hooke’s law: 1/11/2018 PRIYANKAR SEN 27 Express it in wavenumber?
  • 28. • A vibrating bond can therefore be considered a spring with its ends tethered to two atoms. • If the masses of the atoms are m1 and m2, the frequency of stretching vibration of the diatomic molecule can be given by the ? law: 1/11/2018 PRIYANKAR SEN 28 Frequency of vibration Spring constant Reduced mass
  • 29. Dividing equation by λ gives: • The spring constant, k is the measure of the bond strength. The stronger the bond, the higher the k , and consequently the higher is the frequency of vibration. 1/11/2018 PRIYANKAR SEN 29
  • 30. QUESTION? • An IR active vibration of a particular frequency absorbs the IR radiation of same frequency. Let us calculate the position of absorption band for carbonyl stretching vibration (frequency = 5.1 × 1013vibrations/second) in acetone. 1/11/2018 PRIYANKAR SEN 30
  • 38. 1/11/2018 PRIYANKAR SEN 38 WORKING DIAGRAM OF FTIR
  • 45. 1/11/2018 PRIYANKAR SEN 45 ATR-FTIR
  • 47. 47 Infrared Sampling Methods Transmission detector source Internal Reflection Attenuated Total Reflection (ATR)
  • 48. 48 Transmission Mode Reflection Mode • • sample sample radiation radiation
  • 49. 49 • To obtain an IR spectrum in the transmission mode, the sample must be placed in a “container” or cell that is transparent in the IR region of the spectrum. • Sodium chloride or salt plates are a common means of placing the sample in the light beam of the instrument. IR transparent Salt Plates Transmission Mode
  • 51. 51 Transmission Mode Preparing a “Neat” IR liquid Sample
  • 56. 56 Light Path (shown by red line) Transmission Mode
  • 57. 57 Preparing a KBr Disk for solid samples Transmission Mode 1 2 3 4 5
  • 58. 58 • Infrared energy propagates through an internal reflection crystal (IRE), usually ZnSe, Ge and KRS-5 (mixture of thallium iodide and bromide) and recently we use diamond as the internal reflection element. • Although the infrared radiation is “completely” internally reflected, an evanescent wave extends beyond the surface of the crystal. • Any sample that is in intimate contact with the crystal will interact with the infrared energy, reducing the internal reflectance (attenuated). Reflectance mode Attenuated Total Reflectance (ATR) sample
  • 59. 59 FT-IR Sampling  Traditional transmission experiment  Employs alkali halide (salts) matrix  True transmission spectrum is collected  Attenuated Total Reflection – Simple and faster to use. – Minimal sample preparation (simply place the sample in contact with the ATR element) – Often 1 step process – Easy to clean-up – Reflectance-type spectrum is collected. – solids/liquids/films. – Spectral features are usually weaker than those of transmission spectrum.
  • 60. 60 Traditional ATR Disadvantages (using ZnSe as IRE) • Chemically vulnerable – Clean only with a non-corrosive solvent • Physically susceptible – Soft nature of internal reflectance element (IRE) restricts the application of force – Surface can be scratched • Not suitable for: – Corrosive liquids – Harder powders
  • 61. 61 Diamond ATR Advantages • Diamond ATR overcomes the limitations of traditional ATR – Small ATR element size allows intimate contact with samples and greatly reduces sample size requirements. – Reproducible results are achievable because, by filling the ATR element every time, path length and sample area are constant. – Mechanical strength of the diamond ATR element allows for compression of the sample for intimate contact. – Resistant to all corrosive and abrasive solvents and samples. – Cleans up easily because of the low friction coefficient of diamond. – Control sensitivity.
  • 62. 62 Diamond ATR Disadvantages • Diamond interferes (absorbs IR) between 2200 cm-1 to 1900 cm-1 – Not major; however, some cyano group information could be lost • Spectrum usually weaker than traditional transmittance experiments – due to the small penetration depth of the evanescent wave into the absorbing medium, typically around 10 µm in the infrared
  • 63. 63 4000 3000 2000 12001600 800 400 Infrared Spectra (KCl matrix versus ATR) Transmittance / Reflectance Wavenumber (cm-1) ATR KBr matrix