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MOLECULAR SPECTROSCOPY

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molecular spectroscopy spectroscopy is that branch of science which deals with the study of interaction of electromagnetic radiation with matter. – PowerPoint PPT presentation

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Title: MOLECULAR SPECTROSCOPY


1
MOLECULAR SPECTROSCOPY
  • SPECTROSCOPY IS THAT BRANCH OF SCIENCE WHICH
    DEALS WITH THE STUDY OF INTERACTION OF
    ELECTROMAGNETIC RADIATION WITH MATTER.
  • ELECTROMAGNETIC RADIATION -
  • THE TERM ELECTROMAGNETIC RADIATION REPRESENTS
    THE RADIANT ENERGY EMITTED FROM ANY SOURCE IN THE
    FORM OF LIGHT,HEAT ETC. SOME IMPORTANT
    CHARACTERSTICS OF THESE ELECTROMAGNETIC RADIATION
    ARE GIVEN BELOW
  • THEY HAVE DUAL CHARACTER.
  • THESE WAVES ARE ASSOCIATED WITH ELECTRIC AND
    MAGNETIC FIELDS.

2
  • ALL ELECTROMAGNETIC RADIATIONS TRAVEL WITH THE
    VELOCITY OF LIGHT.
  • c??.
  • EACH PHOTON IS A PACKET OF ENERGY WHOSE ENERGY IS
    GIVEN BY PLANCKS EQUATION Eh?.WHERE h IS
    PLANCKS CONSTANT.

3
REGION OF ELECTROMAGNETIC SPECTRUM
WHEN THE DIFFERENT TYPES OF ELECTROMAGNETIC
RADIATIONS ARE ARRANGED IN ORDER OF THEIR
INCREASING WAVELENGTHS OR DECREASING
FREQUENCIES, THE COMPLETE ARRANGEMENT IS CALLED
ELECTROMAGNETIC SPECTRUM.
4
INTRODUCTION TO MOLECULAR SPECTRO SCOPY AND ITS
DIFFERENCE FROM ATOMIC SPECTROSCOPY
  • IN CASE OF MOLECULES,WHEN THE ENERGY IS
    ABSORBED,IT MAY RESULT INTO ROTATION,VIBRATION OR
    ELECTRONIC TRANSITION.JUST AS ELECTRONIC ENERGY
    IS QUANTIZED,THE ROTATIONAL AND VIBRATIONAL
    ENERGIES ARE ALSO QUANTIZED.
  • THE ROTATIONAL,VIBRATIONAL AND ELECTRONIC ENERGY
    LEVELS OF A MOLECULE ARE COLLECTIVELY CALLED
    MOLECULER ENERGY LEVELS.THE TRANSITIONS OF ENERGY
    CAN TAKE PLACE ONLY BETWEEN THESE LEVELS.THE
    RESULT IS A MOLECULER SPECTRUM

5
ABSORPTION AND EMISSION SPECTROSCOPY
  • THE TRANSITION MAY TAKE PLACE FROM LOWER ENERGY
    LEVEL TO HIGHER ENERGY LEVEL BY ABSORBING
    ENERGY.IT IS THEN CALLED ABSORPTION SPECTROSCOPY
    AND THE RESULT OBTAINED AS A RESULT OF A NUMBER
    OF SUCH TRANSITION IS CALLED ABSSORPTION
    SPECTRUM.
  • THE TRANSITION MAY TAKE PLACE FROM HIGHER ENERGY
    LEVEL TO A LOWER ENERGY LEVEL THEREBY EMITTING
    THE EXCESS ENERGY AS A PHOTON.IT IS THEN CALLED
    EMISSION SPECTROSCOPY AND THE RESULT OBTAINED AS
    A RESULT OF NO. OF SUCH TRANSITIONS IS CALLED
    EMISSION SPECTRUM.

6
-E1
hv
E2
E2

7
TYPES OF MOLECULAR ENERGIES AND BORN-OPPENHEIMER
APPROXIMATION
  • A MOLECULE USUALLY POSSESSES FOUR DIFFERENT
    TYPES OF ENERGIES. THESE ARE
  • TRANSLATIONAL ENERGY
  • ROTATIONAL ENERGY
  • VIBRATIONAL ANERGY
  • ELECTRONIC ENERGY
  • ACCORDING TO BORN-OPPENHEIMER APPROXIMATION
    ,THE TOTAL ENERGY OF A MOLECULE IS THE SUM OF
    TRANSLATIONAL,ROTATIONA AND ELECTRONIC ENERGIES.

8
TYPES OF MOLECULAR SPECTRA
  • THE ENERGY ABSORBED FOR ANY TRANSITION IS EQUAL
    TO THE DIFFERENCE IN THE ENERGIES OF THE TWO
    LEVELS INVOLVED.IT IS FOUND THAT THESE ENERGIES
    FOR TRANSITION ARE IN ORDER
  • TRANSLATIONAL ENERGY IS CONSIDERED AS CONTINOUS
    AND WE DONOT OBSERVE ANY TRANSLATIONAL SPECTRUM.

9
  • PURE ROTATIONAL (MICROWAVE) SPECTRA- THESE
    SPECTRA ARE OBSERVED IN FAR INFRA-RED REGION OR
    IN THE MICROWAVE REGION.
  • VIBRATIONAL ROTATIONAL SPCTRA- SUCH ENERGIES ARE
    AVAILABLE IN THE NEAR INFRA-RED REGION.
  • ELECTRONIC BAND SPECTRA- FOR A GIVEN ELECTRONIC
    TRANSTION, A SET OF BANDS OBSERVED.THIS SET OF
    BANDS IS CALLED A BAND GROUP OR A BAND
    SYSTEM.THUS WHEREAS ATOMS GIVE LINE SPECTRA,
    MOLECULES GIVE BAND SPECTRA.THESE SPECTRA ARE
    OBSERVED IN THE VISIBLE REGION AND ULTRA VIOLET
    REGION.

10
RAMAN SPECTRA-
  • THIS IS ALSO A TYPE OF VIBRATIONAL-ROTATIONAL
    SPECTRUM.IT IS BASED ON SCATTERING OF RADIATION
    BY THE SAMPLE.RAMAN SPECTRA IS OBSERVED IN
    VISIBLE REGION.

11
  • RAMAN SPECTRA- THIS IS ALSO A TYPE OF
    VIBRATIONAL-ROTATIONAL SPECTRUM.IT IS BASED ON
    SCATTERING OF RADIATION AND NOT ON THE ABSORPTION
    OF RADIATION BY THE SAMPLE.RAMAN SPECTRA IS
    OBSERVED IN THE VISIBLE REGION.
  • NUCLEAR MAGNETIC RESONANCE(NMR) SPECTRA- THIS
    TYPE OF SPECTRA ARISES FROM THE TRANSITIONBETWEEN
    THE NUCLEAR SPIN ENERGY LEVELS OF THE MOLECULE IN
    THE RADIO FREQUENCY REGION.
  • ELECTRON SPIN RESONANCE (ESR) SPECTRA-THIS TYPE
    OF SPECTRUM ARISES FROM THE TRANSITIONS BETWEEN
    THE ELECTRON SPIN ENERGY LEVELS OF THE MOLECULE
    WHEN AN EXTERNAL MAGNETIC FIELD IS APPLIED ON IT.

12
DEGREE OF FREEDOM OF MOTION
  • CONSIDER A MOLECULE MADE UP OF N ATOMS.THE ATOMS
    MAY BE CONSIDERED AS MASS POINTS.
  • THE NUMBER OF CO-ORDINATES REQUIRED TO SPECIFY
    THE POSITION OF ALL THE MASS POINTS i.e. ATOMS IN
    A MOLECULE IS CALLED THE NUMBER OF DEGREES OF
    FREEDOM.THUS A MOLECULE MADE UP OF N ATOMS HAS 3N
    DEGREE OF FREEDOM.

13
  • WHEN THE THERMAL ENERGY IS ABSORBED BY A
    MOLECULE,IT IS STORED WITH IN THE MOLECULE IN THE
    FORM OF
  • (1) TRANSLATIONAL MOTION OF THE MOLECULE.
  • (2) INTERNAL MOVEMENT OF THE ATOMS OF THE
    MOLECULE, i.e. ROTATIONAL MOTION AND VIBRATIONAL
    MOTION.
  • THERE ARE THREE TRANSLATIONAL DEGREE OF
    FREEDOM.THE REMAINING (3N-3) CO-ORDINATES
    REPRESENT THE INTERNAL DEGREE OF FREEDOM.
  • THE INTERNAL DEGREE OF FREEDOM MAY BE SUBDIVIDED
    INTO-
  • (1) ROTATIONAL DEGREE OF FREEDOM.
  • (2) VIBRATIONAL DEGREE OF FREEDOM.
  • FOR A ROTATIONAL MOTION, THERE ARE 2 DEGREE OF
    FREEDOM FOR A LINEAR MOLECULE AND 3 FOR A NON
    LINEAR MOLECULE.

14
  • VIBRATIONAL DEGREES OF FREEDOM OF A LINEAR
    MOLECULE CONTAINING N ATOMS 3N-5
  • VIBRATIONAL DEGREES OF FREEDOM OF NON-LINEAR
    MOLECULE 3N-6

FOR A MOLECULE MADE UP OF N ATOMS. TOTAL DEGREE
OF FREEDOM 3N FURTHER SPLIT UP THESE IS AS
FOLLOWS
TRANSLATIONAL ROTATIONAL VIBRATIONAL
FOR LINEAR MOLECULE 3 2 3N-5
FOR NON-LINEAR MOLECULE 3 3 3N-6
15
ROTATIONAL SELECTION RULES
  • ACCORDING TO SELECTION RULES,THE TRANSITION TAKE
    PLACE ONLY BETWEEN THOSE ROTATIONAL LEVELS FOR
    WHICH ?J 1
  • i.e. THE CHANGE IN ROTATIONAL QUANTUM NUMBER IS
    UNITY.
  • THE TRANSTION ?J 1 CORRESPONDS TO ABSORPTION.
  • THE TRANSITION ?J -1 CORRESPONDS TO EMISSION.

16
ROTATIONAL SPECTRA OF DIATOMIC MOLECULES
  • THE ALLOWED ROTATIONAL ENERGIES ARE GIVEN BY THE
    EXPRESSION
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