Hydrogen molecule

Finally, modifying X in ``setup.m'' to [0 0 0; x 0 0] for x=0.50, 1.00, 1.25, 1.50, 1.75, 2.00, 4.00, and 6.00 bohr, and running ``setup.m'', ``ewald.m'' and ``Hatoms.m'' (be sure to use gbl_f=2!) each time, compute the total energy of the $H_2$ molecule at the above separations.

Debugging: At a separation of 1.5 bohr, you should find a total energy of -1.136 hartree.

From this data, you should be able to extract the LDA predictions for the bond length, energy and effective spring constant for H$_2$. See the files ``/home/Faculty/muchomas/Minicourse/H2*'' for a plot and summary of an analysis of the results with a comparison to data from the CRC handbook!



Tomas Arias 2006-04-26