'Electron systems' diaporamas de présentation

Lecture 5,6 January 15, 2010

Lecture 5,6 January 15, 2010. Nature of the Chemical Bond with applications to catalysis, materials science, nanotechnology, surface science, bioinorganic chemistry, and energy. William A. Goddard, III, wag@wag.caltech.edu 316 Beckman Institute, x3093

1.57k views • 138 slides

Lecture 5,6 January 15, 2010

Lecture 5,6 January 15, 2010. Nature of the Chemical Bond with applications to catalysis, materials science, nanotechnology, surface science, bioinorganic chemistry, and energy. William A. Goddard, III, wag@wag.caltech.edu 316 Beckman Institute, x3093

1.49k views • 138 slides

Eugene Demler Harvard University

Simulations of strongly correlated electron systems using cold atoms. Main collaborators: Anatoli Polkovnikov Harvard/Boston University Ehud Altman Harvard/Weizmann Daw-Wei Wang Harvard/Tsing-Hua University Vladimir Gritsev Harvard Adilet Imambekov Harvard

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Lecture 5

Lecture 5. The Hydrogen Atom and Quantum Numbers 1.8-1.11 30-Aug Assigned HW 1.37, 1.38, 1.40, 1.42, 1.48a and c, 1.51 ? 1.56, 1.58, 1.60 Due: Monday 6-Sept. Review 1.5-1.7. Photoelectric effect describes the process that occurs when a beam of light is aimed at a solid metal surface

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William A. Goddard, III, wag3@kaist.ac.kr

Lecture 4, September 10, 2009. Nature of the Chemical Bond with applications to catalysis, materials science, nanotechnology, surface science, bioinorganic chemistry, and energy. Course number: KAIST EEWS 80.502 Room E11-101 Hours: 0900-1030 Tuesday and Thursday.

296 views • 29 slides

FUNDAMENTALS The quantum-mechanical many-electron problem and Density Functional Theory

Summer school 2002 Linear-scaling ab initio molecular modelling of environmental processes. FUNDAMENTALS The quantum-mechanical many-electron problem and Density Functional Theory. Emilio Artacho. Department of Earth Sciences University of Cambridge. First-principles calculations.

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Chemistry 6440 / 7440

Chemistry 6440 / 7440. Density Functional Theory. Electronic Energy Components. Total electronic energy can be partitioned E = E T + E NE +E J + E X +E C E T = kinetic energy of the electrons E NE = Coulomb attraction energy between electrons and nuclei

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The Hall Effect: Classical & Quantum

The Hall Effect: Classical & Quantum. Tim Morgan. Outline. Classical Hall Effect The Physical Phenomenon Electrical Characterization Geometry Quantum Hall Effect Two Dimensional Electron Systems Integer Quantum Hall Effect Fractional Quantum Hall Effect. The Physical Phenomenon.

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