Gas-phase Electron Diffraction

Slides:



Advertisements
Similar presentations
Investigation of the Use of He-Diatomic Van der Waals Complexes as a Probe of Time Reversal Violation Jacob Stinnett, Dr. Neil Shafer-Ray, and Dr. Eric.
Advertisements

1 Waves, Light & Quanta Tim Freegarde Web Gallery of Art; National Gallery, London.
The Wave Nature of Matter to ‘If someone tells you that they understand Quantum Mechanics, they are fooling themselves’. -Richard Feynman.
Monday, Oct. 1, 2012PHYS , Fall 2012 Dr. Jaehoon Yu 1 PHYS 3313 – Section 001 Lecture #10 Monday, Oct. 1, 2012 Dr. Jaehoon Yu Importance of Bohr’s.
PHYSICS DEPARTMENT. In 1925, Louis de-Broglie suggested that if radiations can behave as waves in some experiments and as particles in others then one.
LINEAR MOLECULE ROTATIONAL TRANSITIONS:  J = 4  J = 3  J = 2  J = 1  J = 0.
Chapter05 Wave Properties of Matter General Bibliography 1) Various wikipedia, as specified 2) Thornton-Rex, Modern Physics for Scientists & Eng, as indicated.
Chem 440/540 Advanced Organic Spectroscopy Introduction What spectroscopic techniques would be useful in determining the structure of this compound? H-1.
Simulation of X-ray Absorption Near Edge Spectroscopy (XANES) of Molecules Luke Campbell Shaul Mukamel Daniel Healion Rajan Pandey.
Microwave Spectroscopy II
 SPECTROSCOPY 101 Arkansas 2-Day October 2013 Lisa McGaw OSU
IV. Electronic Structure and Chemical Bonding J.K. Burdett, Chemical Bonding in Solids Experimental Aspects (a) Electrical Conductivity – (thermal or optical)
X-Ray Diffraction Spectroscopy RAMAN Microwave. What is X-Ray Diffraction?
Microwave Rotational Spectroscopy
 PART Requirements for Spectroscopic Techniques for Polymers 1. High resolution 2. High sensitivity (>1%) 3. High selectivity between molecular.
Rovibronic Analysis of the State of the NO 3 Radical Henry Tran, Terrance J. Codd, Dmitry Melnik, Mourad Roudjane, and Terry A. Miller Laser Spectroscopy.
Elements of Quantum Mechanics (QM) Instructor: Yun Hee Jang MSE 302, 2323) TA/Guest lecturer: Sangjo Prof. Seong-Ju.
Essential Knowledge 1.A.4: Atoms have internal structures that determine their properties. a. The number of protons in the nucleus determines the number.
The Mole and Chemical Composition
Wave Mechanics and Orbitals. The quantum theory provided many improvements in the understanding of different electron energy states within an atom. HOWEVER,
Exam I results.
The total energy of matter related to the frequency ν of the wave is E=hν the momentum of matter related to the wavelength λ of the wave is p=h/λ 3.1 Matter.
Infrared Spectroscopy and Mass Spectroscopy
States and transitions
Quantum Mechanics and Atomic Theory Wave models for electron orbitals.
ROTATIONAL SPECTROSCOPY
SIMULATION OF THE SPIN-VIBRONIC STRUCTURE IN THE GROUND ELECTRONIC STATE AND EMISSION SPECTRA INTENSITIES FOR CH 3 O RADICAL VADIM L. STAKHURSKY Radiation.
CHEM 430 – Structural Analysis of Organic Compounds Spring 2014.
Atusko Maeda, Ivan Medvedev, Eric Herbst,
Partition functions of ideal gases. We showed that if the # of available quantum states is >> N The condition is valid when Examples gases at low densities.
THE ANALYSIS OF HIGH RESOLUTION SPECTRA OF ASYMMETRICALLY DEUTERATED METHOXY RADICALS CH 2 DO AND CHD 2 O (RI09) MING-WEI CHEN 1, JINJUN LIU 2, DMITRY.
LITERATURE SEARCH ASSIGNMENT A) Properties of diatomic molecules A diatomic molecule is a molecule composed of two atoms. For homonuclear diatomics the.
The distribution of electrons of an atom or molecule (or other physical structure) in atomic or molecular orbitals an energy is associated with each electron.
DaltonThomsomRuther- ford BohrWave Model Demcritus idea and the work of Boyle and Proust Discovery of the electrons with the CRT Rutherford’s gold foil.
1 Quantum Mechanics Experiments 1. Photoelectric effect.
DOR: Electron Configuration/Quantum 1) Draw the orbital diagram for Si 2) Which of the following ions has 5 unpaired electrons? a) Ti +4 b) Co +2 c) V.
Quantum Chemistry: Our Agenda Birth of quantum mechanics (Ch. 1) Postulates in quantum mechanics (Ch. 3) Schrödinger equation (Ch. 2) Simple examples of.
Quantum Mechanics. WAVES A wave is nothing but disturbance which is occurred in a medium and it is specified by its frequency, wavelength, phase, amplitude.
Chapter 14 The Interstellar Medium. All of the material other than stars, planets, and degenerate objects Composed of gas and dust ~1% of the mass of.
The Quantum Mechanical Model of the Atom. Niels Bohr In 1913 Bohr used what had recently been discovered about energy to propose his planetary model of.
Tao Peng and Robert J. Le Roy
The Ideal Diatomic and Polyatomic Gases. Canonical partition function for ideal diatomic gas Consider a system of N non-interacting identical molecules:
[Ru(H)(H 2 )(PPh 2 CH 2 CH 2 PPh 2 ) 2 ] + 1 Albinati, A. et al., Inorg. Chim. Acta 259, 1997,
Laser spectroscopy of a halocarbocation: CH 2 I + Chong Tao, Calvin Mukarakate, and Scott A. Reid Department of Chemistry, Marquette University 61 st International.
Ch. 12 Stoichiometry 12.1 The Arithmetic of Equations.
High Resolution Electronic Spectroscopy of 9-Fluorenemethanol (9FM) in the Gas Phase Diane M. Mitchell, James A.J. Fitzpatrick and David W. Pratt Department.
modes Atomic Vibrations in Crystals = Phonons Hooke’s law: Vibration frequency   f = force constant, M = mass Test for phonon effects by using isotopes.
An Experimental Approach to the Prediction of Complete Millimeter and Submillimeter Spectra at Astrophysical Temperatures Ivan Medvedev and Frank C. De.
Crystallography : How do you do? From Diffraction to structure…. Normally one would use a microscope to view very small objects. If we use a light microscope.
Louis de Broglie, (France, ) Wave Properties of Matter (1923) -Since light waves have a particle behavior (as shown by Einstein in the Photoelectric.
Absorption Spectroscopy
Microwave Spectroscopy of the Autoionizing 5d 3/2 n l States of Barium Edward Shuman Tom Gallagher.
Quantums numbers & the probability of where an electron may be found
The Rovibronic Spectra of The Cyclopentadienyl Radical (C5H5)
Spectroscopy.
de Broglie Waves de Broglie argued
SIMULATIONS OF VIBRONIC LEVELS IN DEGENERATE ELECTRONIC STATES IN THE PRESENCE OF JAHN-TELLER COUPLING – EXPANSION OF PES THROUGH THIRD ORDER VADIM L.
PHY 745 Group Theory 11-11:50 AM MWF Olin 102 Plan for Lecture 23:
PHY 114 A General Physics II 11 AM-12:15 PM TR Olin 101
Wave Particle Duality Light behaves as both a wave and a particle at the same time! PARTICLE properties individual interaction dynamics: F=ma mass – quantization.
Quantum Model of the Atom
Analysis of the Rotationally Resolved Spectra to the Degenerate (
Spectroscopic and related techniques in surface science for unravelling heterogeneously catalyzed reaction mechanisms Ludo Juurlink, Ph.D. Leiden Institute.
Hot Cold Molecules: Collisions at Astrophysical Temperatures
Bohr Model of the Hydrogen Atom
Rotational and vibrational energy distributions of surface scattered molecules. Rotational and vibrational energy distributions of surface scattered molecules.
Vibrational state distributions of (1) scattered unoriented NO(v = 3) (green bars), (2) NO(v = 3) with an incidence orientation of O atoms pointing toward.
Chemistry/Physical Setting
(From A. Zewail’s Nobel Lecture 1999)
Presentation transcript:

Gas-phase Electron Diffraction István Hargittai Budapest University of Technology and Economics and Hungarian Academy of Sciences Gas-phase Electron Diffraction INTERNATIONAL SCHOOL OF CRYSTALLOGRAPHY 36thCourse: ELECTRON CRYSTALLOGRAPHY: NOVEL APPROACHES FOR STRUCTURE DETERMINATION OF NANOSIZED MATERIALS ERICE, SICILY: JUNE 9-20, 2004

Two-Volume Treatise on Gas-Phase Electron Diffraction

CO2 Curves from Gas-Phase Electron Diffraction

Brief History I 1912-15 X-ray crystallography, Laue, the Braggs, Debye 1924 de Broglie (wave nature of moving electrons) 1927 Davisson & Germer, G.P. Thomson solid-phase electron diffraction 1930 Mark and Wierl, first GED experiment 1932 James, molecular vibrations 1935 Pauling & Brockway, f(r)

Brief History II 1937-39-49 Finbak, Debye, Karle and Karle rotating sector-microphotometer method 1950s modern experimental apparatus 1955 Bartell the physical meaning of geometrical parameters Last decades combined and concerted application of various techniques Fine effects (relativistic, Jahn-Teller, etc.) Increasingly, quantum chemical calculations

Gas-phase electron diffraction experiment

Combined gas-phase electron diffraction/mass-spectrometric experiment

Total Intensity Distribution and “Background”

Molecular Intensities

Molecular Intensities

Probability Density Distributions

Scheme of Least-Squares Refinement

C6H3F3 and C6H3Cl3: Probability Density Distributions

Jahn-Teller Effect Edward Teller (1908-2003) “A nonlinear, symmetric molecule with an orbitally degenerate electronic state is unstable and gets distorted, thereby removing the electronic degeneracy, until a nondegenerate ground state is achieved.”   Jahn, H.A.; Teller, E. Proc. R. Soc. London A 1937, 161, 220.

Jahn-Teller Effect MnF3   Jahn-Teller Effect MnF3 D3h C2v C2v Hargittai, M. et al. J. Am. Chem. Soc. 1997, 119, 9042.

MnF3 electron diffraction Hargittai, M. et al. J. Am. Chem. Soc. 1997, 119, 9042.

HS-CH2-CH2-SH Conformational Analysis

Estimating Mole Ratios

REPRESENTATIONS OF AVERAGE STRUCTURES rg rα re Perpendicular vibrations yes no Temperature Isotope

Comparison with Other Techniques Microwave spectroscopy X-ray crystallography Quantum chemical calculations NMR spectroscopy Vibrational spectroscopy Mass spectrometry Qualitative models