<--- Back to Details
First PageDocument Content
Quantum chemistry / Atomic orbital / Hydrogen atom / Electron / Schrödinger equation / Energy level / Variational method / Ionization energy / Azimuthal quantum number / Chemistry / Physics / Atomic physics
Date: 2008-04-22 15:15:11
Quantum chemistry
Atomic orbital
Hydrogen atom
Electron
Schrödinger equation
Energy level
Variational method
Ionization energy
Azimuthal quantum number
Chemistry
Physics
Atomic physics

Helium Atom, Approximate Methods 22nd April 2008

Add to Reading List

Source URL: www.udel.edu

Download Document from Source Website

File Size: 103,55 KB

Share Document on Facebook

Similar Documents

FYSC11 - Atom- och molekylfysik - HT 2012 Hydrogen atom Spin-orbit hamiltonian: HSO (

DocID: 1vqUV - View Document

Relativistic light-matter interaction Tor Kjellsson Abstract: In this licentiate thesis light-matter interaction between hydrogen and superintense attosecond pulses is studied. The specific aim here is to identify for wh

DocID: 1uY9l - View Document

Plate 4 This schematic illustrates the difference between hydrogen at low density and hydrogen crushed to electron-degenerate density. If we think of one hydrogen atom as a separate staircase and its one electron as a c

DocID: 1uHwm - View Document

Measurements of activation energies for diffusion of hydrogen atom on pure CO solid Naoki Watanabe1, Yuki Kimura1, Masashi Tsuge1, Akira Kouchi1, Valerio Pirronello2 1 Institute of Low Temperature Science, Hokkaido Univ

DocID: 1tSHX - View Document

The Casimir-Polder [ ] retarded potential of a hydrogen atom in front of a perfectly conducting surface varies initially as the inverse cube of the distance R from the surface, and asymptotically as R-4 for large R:

DocID: 1tQye - View Document