Vibrational Spectroscopy CHE 626 Alex Nazarenko

Slides:



Advertisements
Similar presentations
Group Theory II.
Advertisements

Chapter 6-1 Chemistry 481, Spring 2014, LA Tech Instructor: Dr. Upali Siriwardane Office: CTH 311 Phone Office Hours:
Raman Spectroscopy A) Introduction IR Raman
Symmetry and Group Theory
Electromagnetic Radiation
Lecture 28 Point-group symmetry I
Honors Geometry Transformations Section 2 Rotations.
Chapter 5 Light and Matter: Reading Messages from the Cosmos
Spectrum from a Prism. Example of a Spectrum Kirchoff’s Laws.
Lecture 5.
Lecture # 8 Molecular Symmetry
Lecture 11 Atomic absorption. Only photons of one specified wavelength are absorbed Ground state Excited state.
METO 621 Lesson 5. Natural broadening The line width (full width at half maximum) of the Lorentz profile is the damping parameter, . For an isolated.
Lecture 3.
Photons of Light The smallest unit of light is a photon A photon is often called a particle of light The Energy of an individual photon depends on its.
Lecture 9 Vibrational Spectroscopy. Only photons of one specified wavelength are absorbed Ground state Excited state.
Lecture 5 An Introduction to Spectroscopy Electromagnetic radiation, electromagnetic wave Emission, absorption, fluorescence.
Rotational and Vibrational Spectra
Chapter 4 Molecular Symmetry
Introduction to Infrared Spectroscopy
UV-Vis spectroscopy Electronic absorption spectroscopy.
Common types of spectroscopy
Lecture 4.
Vibrational and Rotational Spectroscopy
© 2010 Pearson Education, Inc. Light and Matter: Reading Messages from the Cosmos.
Physical and Chemical Tests 10-1 Purification: Chromatography Distillation Recrystallization Comparison to known compounds: Melting point Boiling point.
Symmetry and Group Theory
Waves & Particles Ch. 4 - Electrons in Atoms.
Spectroscopy and Electron Configurations
1 Physical Chemistry III (728342) Chapter 5: Molecular Symmetry Piti Treesukol Kasetsart University Kamphaeng Saen Campus.
Immediate Consequences of Symmetry I. Optical Activity (Chirality) If a mirror image of a molecule cannot be superimposed on the original the molecule.
RamanRaman. Scattering Tyndall scattering – if small particles are present During Rayleigh scattering (interaction of light with relatively small molecules)
CH4 – four-fold improper rotation
Ch121 X - Symmetry Symmetry is important in quantum mechanics for determining molecular structure and for interpreting spectroscopic information. In addition.
1 Internal Order and Symmetry GLY 4200 Fall, 2015.
Symmetry Edward A. Mottel Department of Chemistry Rose-Hulman Institute of Technology.
Symmetry Figures are identical upon an operation Reflection Mirror Line of symmetry.
Introduction to Spectroscopy
MOLECULAR SPECTROSCOPY  SPECTROSCOPY IS THAT BRANCH OF SCIENCE WHICH DEALS WITH THE STUDY OF INTERACTION OF ELECTROMAGNETIC RADIATION WITH MATTER.  ELECTROMAGNETIC.
Group Theory and Spectroscopy
MOLECULAR SPECTROSCOPY  SPECTROSCOPY IS THAT BRANCH OF SCIENCE WHICH DEALS WITH THE STUDY OF INTERACTION OF ELECTROMAGNETIC RADIATION WITH MATTER.  ELECTROMAGNETIC.
1 CH6. Symmetry Symmetry elements and operations Point groups Character tables Some applications.
Test 1: Tuesday October 6 (Chapters 1-6) One page of notes is strongly encouraged. Test questions will not be as hard as the homework from Ashcroft book.
Lecture 28 Point-group symmetry I. Molecular symmetry A typical conversation between chemists … Symmetry is the “language” all chemists use every day.
SPECTROSCOPIC CONCEPTS BY Dr.JAGADEESH. INTRODUCTION SPECTROSCOPY: Study of interaction of matter with electromagnetic radiationelectromagnetic radiation.
Lecture 2 INTRODUCTION TO SPECTROMETRIC METHODS Copyright ©The McGraw-Hill Companies, Inc. Permission required for reproduction or display.
Chapter 6 An Introduction to Spectrometric Methods Spectrometric methods are a large group of analytical methods that are based on atomic and molecular.
Chapter 4. Molecular Symmetry
Symmetry Properties of Molecules
Introduction to Spectroscopy Yongsik Lee.
Dr. Said M. El-Kurdi1 Chapter 4 An introduction to molecular symmetry.
Symmetry and Introduction to Group Theory
A Brief Review of “Matter”. Atom nucleus electron e-e- (proton,neutrons) p+p+ n ● 10,000,000 atoms can fit across a period in your textbook. ● The nucleus.
1.1 What’s electromagnetic radiation
Key things to know to describe a crystal
Lecture 34: Symmetry Elements The material in this lecture covers the following in Atkins. 15 Molecular Symmetry The symmetry elements of objects 15.1.
1 The next two parts of the course are closely related, though at first it may not seem so.
Chapter 1 Point Group Symmetry.
An introduction to Spectrometric Methods. Spectroscopy Definition Spectroscopy is a general term for the science that deal with the interactions of various.
Chem IV - Symmetry and Group Theory
Raman spectroscopy.
Infrared Spectroscopy
الفيزياء د/هالة مصطفى احمد.
Physics and the Quantum Mechanical Model
Raman Spectroscopy A) Introduction IR Raman
Lecture 8 Detectors Spectrophotometer design Background correction
Symmetry and Introduction to Group Theory
Electromagnetic Radiation
5.4 Learning from Light Our goals for learning
Symmetry operations: Transformations mapping the nuclear frame of a molecule onto an indistinguishable version of itself  symmetry elements: symmetry.
Presentation transcript:

Vibrational Spectroscopy CHE 626 Alex Nazarenko

Energy (kJ/mol) Frequency(Hz) Wavelength (m) NMR IR Raman UV-vis

Only photons of one specified wavelength are absorbed Ground state Excited state

Width Doppler Speed of light 300,000,000 m/s Velocity of a particle >1000 m/s collisions Approximately as Doppler Both effects increase with the temperature and decrease with the size of the molecule/atom Multiple energy levels Width is around nm in visible area

Energy levels of ground state Energy levels of excited state Energy sublevels

A primitive rule: Molecular spectra - wide bands Atomic spectra - narrow lines

Frequency Wavenumber

Carbon Monoxide in gas

Rayleigh scattering No changes!

Raman scattering Escaping photon has smaller energy because the molecule did not return to the ground state

Raman scattering

EThe identity transformation (E coming from the German Einheit, meaning unity). CnCn Rotation (clockwise) through an angle of 2π/n radians, where n is an integer. The axis for which n is greatest is termed the principal axis. CnkCnk Rotation (clockwise) through an angle of 2kπ/n radians. Both n and k are integers. SnSn An improper rotation (clockwise) through an angle of 2π/n radians. Improper rotations are regular rotations followed by a reflection in the plane perpendicular to the axis of rotation. Also known as alternating axis of symmetry and rotation- reflection axis. i The inversion operator (the same as S 2 ). In Cartesian coordinates, (x, y, z)→(−x, −y, −z). Irreducible representations that are even under this symmetry operation are usually denoted with the subscript g for gerade (german=even), and those that are odd are denoted with the subscript u for ungerade (german=odd). σA mirror plane (from the German word for mirror - Spiegel). σhσh Horizontal reflection plane - passing through the origin and perpendicular to the axis with the ‘highest’ symmetry. σvσv Vertical reflection plane - passing through the origin and the axis with the ‘highest’ symmetry. σdσd Diagonal or dihedral reflection in a plane through the origin and the axis with the ‘highest’ symmetry, but also bisecting the angle between the twofold axes perpendicular to the symmetry axis. This is actually a special case of σ v.