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Electron Notes
Electron Notes

... - e- on the energy level closest to the nucleus have the lowest energy. The 7th energy level has the highest energy. - an e- requires one ‘quanta’ of energy to jump to the next energy level. • e- at their lowest energy level are considered to be at the ground state (most stable). • if e- absorb a qu ...
A - Basics of electronic structure and Molecular bounding (Diatomic
A - Basics of electronic structure and Molecular bounding (Diatomic

Figure 30-5 The Photoelectric Effect
Figure 30-5 The Photoelectric Effect

... impossible to know both the precise location and the precise velocity of a subatomic particle at the ...
How to Study? • Reading ( ) • Ask questions (
How to Study? • Reading ( ) • Ask questions (

... typically form ionic compounds that consist of cations and anions in a crystalline array. The ‘chemical bonds’ in an ionic compound are due to the Coulombic interactions (Section F.4) between all the ions in the crystal. The smallest unit of an ionic compound is called a formula unit. NaNO 3, consis ...
Bohr`s model of atom- postulates The electron in an atom moves
Bohr`s model of atom- postulates The electron in an atom moves

Chapter 6 Electronic Structure of Atoms
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Quantum monodromy in the spectrum of H2O and other systems
Quantum monodromy in the spectrum of H2O and other systems

equilibrium and activation energy
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Multiphoton population transfer between rovibrational states of HF: adiabatic
Multiphoton population transfer between rovibrational states of HF: adiabatic

04_LectureOutline
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THE KINETICS OF CHEMICAL REACTIONS: SINGLE
THE KINETICS OF CHEMICAL REACTIONS: SINGLE

... any cooperativity among molecules would disappear as the number of molecules per unit volume becomes smaller and smaller and, consequently, the average distance between the molecules increases. Since Eq. 2 is known to be satisfied even for very dilute solutions of molecules, the hypothesis that the ...
Few-body insights into the fractional quantum Hall effect
Few-body insights into the fractional quantum Hall effect

... PRL; agrees with his numbers to all 8 digits; and Jain et al. 2006 arXiv for N=4,5) Row 2: degenerate perturbation theory in the hyperangular degrees of freedom only, followed by exact solution in R Row 3: full Born-Oppenheimer calculation, treating R adiabatically, giving lower bound (if converged) ...
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Solubility Main article: Solvation The ability of one compound to

... The ability of one compound to dissolve in another compound is called solubility. When a liquid can completely dissolve in another liquid the two liquids are miscible. Two substances that can never mix to form a solution are called immiscible. All solutions have a positive entropy of mixing. The int ...
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6 Basics of Optical Spectroscopy

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2 Chemical bonding is a genuinely quantum effect, which cannot be
2 Chemical bonding is a genuinely quantum effect, which cannot be

... Chemical bonding is a genuinely quantum effect, which cannot be understood on the grounds of classical physics. However, the solution of the Schrödinger equation is numerically very expensive, and only small molecules can be treated quantum mechanically (up to ≈100 atoms). To be able to treat large ...
Formation of the Kondo resonance in two-atom W. I.
Formation of the Kondo resonance in two-atom W. I.

First-principles calculations of long-range intermolecular dispersion forces Auayporn Jiemchooroj Link¨
First-principles calculations of long-range intermolecular dispersion forces Auayporn Jiemchooroj Link¨

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A Sequential Molecular Mechanics/Quantum Mechanics Study of the

... Ideally, it is desirable to have a large number of explicitly defined water molecules. Once a large number of water molecules are considered it is also necessary to account for their numerous configurations. Car-Parrinello molecular dynamics44 coupled with TDDFT provide a fully quantum mechanical de ...
Nuclear Spin Ferromagnetic transition in a 2DEG Pascal Simon
Nuclear Spin Ferromagnetic transition in a 2DEG Pascal Simon

Quantum Monte Carlo Study of two dimensional electron gas with
Quantum Monte Carlo Study of two dimensional electron gas with

The Interaction of Radiation and Matter: Quantum
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Franck–Condon principle



The Franck–Condon principle is a rule in spectroscopy and quantum chemistry that explains the intensity of vibronic transitions. Vibronic transitions are the simultaneous changes in electronic and vibrational energy levels of a molecule due to the absorption or emission of a photon of the appropriate energy. The principle states that during an electronic transition, a change from one vibrational energy level to another will be more likely to happen if the two vibrational wave functions overlap more significantly.
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