'Schrodinger equation' presentation slideshows

12 ????

706 views • 49 slides

Dynamical Diffraction

Dynamical Diffraction. Boyu Liu Mar. 30 th. The main principle of Dynamical scattering: An electron beam can be strongly scattered by a set of planes of atoms.

679 views • 47 slides

Semi-Classical Transport Theory

Semi-Classical Transport Theory. Outline:. What is Computational Electronics? Semi-Classical Transport Theory Drift-Diffusion Simulations Hydrodynamic Simulations Particle-Based Device Simulations Inclusion of Tunneling and Size-Quantization Effects in Semi-Classical Simulators

1.26k views • 41 slides

Molecular Modeling and Informatics

735 views • 36 slides

PHY206: Atomic Spectra

PHY206: Atomic Spectra. Lectures 5 - 8. Lectures 5-8: Outline. The Schrodinger equation in 3D Introduction: Wave Equations Separation of Variables Radial Schrodinger Equation The Hydrogen Atom Energy Levels, Eigenfunctions Angular Shapes Quantum Mechanics of the Hydrogen atom

824 views • 36 slides

A new Si recoil tracking detector for the R 3 B experiment at GSI

A new Si recoil tracking detector for the R 3 B experiment at GSI. Nick Ashwood The University of Birmingham. Outline. Motivation Suppression of spectroscopic factors Quasi-free scattering Current work GSI and current experimental set-up Future plans Upgrade for FAIR and R 3 B

433 views • 33 slides

500 views • 32 slides

Optical lattices for ultracold atomic gases

Optical lattices for ultracold atomic gases. Andrea Trombettoni (SISSA, Trieste). Sestri Levante, 9 June 2009. Outlook A brief introduction on ultracold atoms Why using optical lattices? Effective tuning of the interactions Experimental realization of interacting lattice Hamiltonians

594 views • 31 slides

Introduction to Computational Chemistry

944 views • 31 slides

3D Schrodinger Equation

3D Schrodinger Equation . Simply substitute momentum operator do particle in box and H atom added dimensions give more quantum numbers. Can have degeneracies (more than 1 state with same energy). Added complexity. Solve by separating variables.

2.4k views • 27 slides

Developing Wave Equations

Developing Wave Equations. Need wave equation and wave function for particles. Schrodinger, Klein-Gordon, Dirac not derived. Instead forms were guessed at, then solved, and found where applicable So Dirac equation applicable for spin 1/2 relativistic particles

587 views • 21 slides

Chapter 25 Sturm-Liouville problem (II)

Chapter 25 Sturm-Liouville problem (II). Speaker: Lung-Sheng Chien. Reference: [1] Veerle Ledoux, Study of Special Algorithms for solving Sturm-Liouville and Schrodinger Equations.

761 views • 20 slides

Calculation of the energies of hard X-rays generated by the interaction between relativistic electrons and very intense

Calculation of the energies of hard X-rays generated by the interaction between relativistic electrons and very intense laser beams. Alexandru Popa National Institute of Laser, Plasma and Radiation Physics, Laser Department, P.O. Box MG-36, Bucharest, Romania 077125 .

344 views • 19 slides

Lecture 17: Intro. to Quantum Mechanics

457 views • 19 slides

Physics 451

459 views • 18 slides

Helium

1.73k views • 18 slides

346 views • 18 slides

547 views • 16 slides

Overview of Solid State Physics Starting from the Drude Model

Overview of Solid State Physics Starting from the Drude Model. 1. The Drude Model. A. Assumptions 1) Free Electron Model 2) Independent Electron Model 3) Relaxation Time Approximation. - Equation of motion. - Elementary kinetic theory. 4) Maxwell Boltzmann Statistics. 1. The Drude Model.

634 views • 11 slides

Overview of Solid State Physics Starting from the Drude Model

Overview of Solid State Physics Starting from the Drude Model. 1. The Drude Model. A. Assumptions 1) Free Electron Model 2) Independent Electron Model 3) Relaxation Time Approximation. - Equation of motion. - Elementary kinetic theory. 4) Maxwell Boltzmann Statistics. 1. The Drude Model.

1.03k views • 11 slides