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OPTICAL ROTATORY DISPERSION AND CIRCULAR
DICHROISM
1
OPTICAL ROTATORY DISPERSION
 It can be defined as the rate of change of specific rotation with change in
wavelength.
 It is used for the structural determination of carbonyl compounds.
 Measuring optical rotation as a function of wavelength is termed Optical rotatory
dispersion (ORD) spectroscopy.
 It can be measured by polarimeter.
2
FUNDAMENTALS OF ORD
 Plane polarized light.
 Optical activity.
 Specific rotation.
 Circular Birefringence.
 Optical Rotation.
3
PLANE POLARISED LIGHT
 Light from ordinary lamp consists of waves vibrating in many different planes.
 When it is passed through polaroid lens, it is found to vibrate in one plane and is said
to be plane polarised light or polarised light.
4
OPTICAL ACTIVITY
 The compounds which are having the ability to rotate the plane of polarised light
are called optically active compounds.
 This property of compound is called optical activity.
 It is measured by polarimeter.
 Compound which rotates plane of polarised light to right (clock wise) is called
DEXTROROTATORY & is denoted by (+) sign.
 If the compound rotates plane of polarised light towards left side (anti clock wise) is
called LEVOROTATORY & is denoted by (-) sign.
5
 Enantiomers are optically active compounds.
 Optically active molecules have different refractive indices, and different extinction
coefficients for L and R circularly polarised light.
 For a compound to be optically active it must be devoid of the following properties
1. Plane of symmetry (σ)
2. Center of symmetry (i)
3. Alternating rotation – reflection axis of symmetry or an improper axis (s)
6
PLANE OF SYMMETRY
 It is the plane, which divides a molecule such that one half forms the mirror images
of other.
 Ex: Meso-tartaric acid.
7
CENTER OF SYMMETRY
 It is the point in the compound from which a line drawn from one side & extended
equally in the opposite side reaches the same group.
 Ex: Di-keto dimethyl piperazine.
8
ALTERNATING ROTATION – REFLECTION AXIS OF SYMMETRY OR AN
IMPROPER AXIS (S)
 A molecule possess n-fold-alternating axis of symmetry, if then rotated through an
angle 3600/n about the axis followed by a reflection in a plane perpendicular to the
axis, the molecule is same as original one.
 Eg. 1, 2, 3, 4 – tetramethyl cyclobutane.
 The isomer that rotates the plane polarized light to the left is called levo-isomer (-) &
to the right is called as dextro-isomer (+)
9
ROTATION OF PLANE POLARISED LIGHT (FRESNEL’S EXPLANATION)
 According to Fresnel, a plane polarized light may be considered as the combination
of two circularly polarized light of which one is right circularly polarized light (RCPL)
& other is left circularly polarized light (LCPL) which are in equal & opposite in
nature.
 RCPL+LCPL= PLANE POLARIZED LIGHT
10
SPECIFIC ROTATION
 It is defined as the rotation produced by a solution of length 10cm and unit
concentration (1gm/ml) for given wavelength of light at the given temperature.
 It is denoted by α
11
FACTORS AFFECTING SPECIFIC ROTATION
 Nature of substance
 Length of the column
 Concentration of the solution
 Nature of the solution
 Wavelength of the light used
12
CIRCULAR BIREFRINGENCE
 If two equal & opposite beams of CPL & PPL passes through an optically active
compound it result in characteristic phenomenon called Circular Birefringence.
13
OPTICAL ROTATION
 When a plane polarized light (PPL) is passed through optically active compound due
to it’s Circular Birefringence results in unequal rate of propagation of left & right
circularly polarized rays.
 This unequal rate of propagation of both left & right circularly polarized light
deviates the PPL from it’s original direction & it is called as OPTICAL ROTATION.
 It was first noted by Biot in 1817.
14
 The rotation angle is given by
 Where,
l is the path length traversed by the light
nL and nR are the Refractive Indices for left and right circularly polarized light of
wavelength
15
CIRCULAR DICHROISM
 Some materials posses special properties of absorption of the left circular polarised
light to different extent than the right circularly polarised light.
 When the component emerges out there is an imbalance in their strength & the
resultant two will not be linearly polarized but elliptically polarized & this
phenomenon is called as CIRCULAR DICHROISM.
16
COTTON CURVES
 Any medium which is exhibiting circular birefringence may also exhibit circular
dichroism.
 The combination of these two effects in the region in which the optically active
absorption bands are observed gives rise to the phenomenon called cotton effect
and the curves arises.
 There are two types of cotton curves.
1. Plain curve
2. Anomalous curve
 Single cotton effect curve
 Multiple cotton effect curve
17
PLAIN CURVES
 The curves obtained do not contain any peak and that curve do not cross the zero
rotation line
 Such waves are obtained for compounds which do not have absorption in the
wavelength region where optical activity is being examined
 E.g. compounds exhibiting such plane curves are alcohols and hydrocarbons
18
ANOMALOUS CURVE
 These curve on the other hand shows a number of extreme peaks and troughs
depending on the number of absorbing groups and therefore known as anomalous
dispersion of optical rotation.
 This type of curve is obtained for compounds, which contain an asymmetric carbon
atom and also contains chromophore.
19
SINGLE COTTON EFFECT CURVE
 These are anomalous dispersion curves which shows maximum and minimum both
of them occurring in the region of maximum absorption.
 While approaching the region of cotton effect from the long wavelength, one
passes first through maximum (peak) and then a minimum (trough), the cotton
effect said to be positive. (Positive Cotton effect is where the peak is at a higher
wavelength than the trough).
 The opposite is called the negative cotton effect.
20
21
MULTIPLE COTTON EFFECT CURVE
 In this type of curves two or more peaks and trough are obtained.
 E.g. functional group i.e. Keto-steriods, Camphor, etc., exhibits such curves
22

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Ord and cd

  • 1. OPTICAL ROTATORY DISPERSION AND CIRCULAR DICHROISM 1
  • 2. OPTICAL ROTATORY DISPERSION  It can be defined as the rate of change of specific rotation with change in wavelength.  It is used for the structural determination of carbonyl compounds.  Measuring optical rotation as a function of wavelength is termed Optical rotatory dispersion (ORD) spectroscopy.  It can be measured by polarimeter. 2
  • 3. FUNDAMENTALS OF ORD  Plane polarized light.  Optical activity.  Specific rotation.  Circular Birefringence.  Optical Rotation. 3
  • 4. PLANE POLARISED LIGHT  Light from ordinary lamp consists of waves vibrating in many different planes.  When it is passed through polaroid lens, it is found to vibrate in one plane and is said to be plane polarised light or polarised light. 4
  • 5. OPTICAL ACTIVITY  The compounds which are having the ability to rotate the plane of polarised light are called optically active compounds.  This property of compound is called optical activity.  It is measured by polarimeter.  Compound which rotates plane of polarised light to right (clock wise) is called DEXTROROTATORY & is denoted by (+) sign.  If the compound rotates plane of polarised light towards left side (anti clock wise) is called LEVOROTATORY & is denoted by (-) sign. 5
  • 6.  Enantiomers are optically active compounds.  Optically active molecules have different refractive indices, and different extinction coefficients for L and R circularly polarised light.  For a compound to be optically active it must be devoid of the following properties 1. Plane of symmetry (σ) 2. Center of symmetry (i) 3. Alternating rotation – reflection axis of symmetry or an improper axis (s) 6
  • 7. PLANE OF SYMMETRY  It is the plane, which divides a molecule such that one half forms the mirror images of other.  Ex: Meso-tartaric acid. 7
  • 8. CENTER OF SYMMETRY  It is the point in the compound from which a line drawn from one side & extended equally in the opposite side reaches the same group.  Ex: Di-keto dimethyl piperazine. 8
  • 9. ALTERNATING ROTATION – REFLECTION AXIS OF SYMMETRY OR AN IMPROPER AXIS (S)  A molecule possess n-fold-alternating axis of symmetry, if then rotated through an angle 3600/n about the axis followed by a reflection in a plane perpendicular to the axis, the molecule is same as original one.  Eg. 1, 2, 3, 4 – tetramethyl cyclobutane.  The isomer that rotates the plane polarized light to the left is called levo-isomer (-) & to the right is called as dextro-isomer (+) 9
  • 10. ROTATION OF PLANE POLARISED LIGHT (FRESNEL’S EXPLANATION)  According to Fresnel, a plane polarized light may be considered as the combination of two circularly polarized light of which one is right circularly polarized light (RCPL) & other is left circularly polarized light (LCPL) which are in equal & opposite in nature.  RCPL+LCPL= PLANE POLARIZED LIGHT 10
  • 11. SPECIFIC ROTATION  It is defined as the rotation produced by a solution of length 10cm and unit concentration (1gm/ml) for given wavelength of light at the given temperature.  It is denoted by α 11
  • 12. FACTORS AFFECTING SPECIFIC ROTATION  Nature of substance  Length of the column  Concentration of the solution  Nature of the solution  Wavelength of the light used 12
  • 13. CIRCULAR BIREFRINGENCE  If two equal & opposite beams of CPL & PPL passes through an optically active compound it result in characteristic phenomenon called Circular Birefringence. 13
  • 14. OPTICAL ROTATION  When a plane polarized light (PPL) is passed through optically active compound due to it’s Circular Birefringence results in unequal rate of propagation of left & right circularly polarized rays.  This unequal rate of propagation of both left & right circularly polarized light deviates the PPL from it’s original direction & it is called as OPTICAL ROTATION.  It was first noted by Biot in 1817. 14
  • 15.  The rotation angle is given by  Where, l is the path length traversed by the light nL and nR are the Refractive Indices for left and right circularly polarized light of wavelength 15
  • 16. CIRCULAR DICHROISM  Some materials posses special properties of absorption of the left circular polarised light to different extent than the right circularly polarised light.  When the component emerges out there is an imbalance in their strength & the resultant two will not be linearly polarized but elliptically polarized & this phenomenon is called as CIRCULAR DICHROISM. 16
  • 17. COTTON CURVES  Any medium which is exhibiting circular birefringence may also exhibit circular dichroism.  The combination of these two effects in the region in which the optically active absorption bands are observed gives rise to the phenomenon called cotton effect and the curves arises.  There are two types of cotton curves. 1. Plain curve 2. Anomalous curve  Single cotton effect curve  Multiple cotton effect curve 17
  • 18. PLAIN CURVES  The curves obtained do not contain any peak and that curve do not cross the zero rotation line  Such waves are obtained for compounds which do not have absorption in the wavelength region where optical activity is being examined  E.g. compounds exhibiting such plane curves are alcohols and hydrocarbons 18
  • 19. ANOMALOUS CURVE  These curve on the other hand shows a number of extreme peaks and troughs depending on the number of absorbing groups and therefore known as anomalous dispersion of optical rotation.  This type of curve is obtained for compounds, which contain an asymmetric carbon atom and also contains chromophore. 19
  • 20. SINGLE COTTON EFFECT CURVE  These are anomalous dispersion curves which shows maximum and minimum both of them occurring in the region of maximum absorption.  While approaching the region of cotton effect from the long wavelength, one passes first through maximum (peak) and then a minimum (trough), the cotton effect said to be positive. (Positive Cotton effect is where the peak is at a higher wavelength than the trough).  The opposite is called the negative cotton effect. 20
  • 21. 21
  • 22. MULTIPLE COTTON EFFECT CURVE  In this type of curves two or more peaks and trough are obtained.  E.g. functional group i.e. Keto-steriods, Camphor, etc., exhibits such curves 22