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General Questions and Answers / Re: How to calculate the spin filter or spin-polarized current of a two-probe system
« on: June 5, 2011, 08:09 »
2008.10 VNL
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well, thak you very much....Just from the results shown by you, the answer is yes.
Fermi energy
-1.80426204477 eV
then the HOMO energy is a bit smaller one than -1.80426204477 eV?
and the LUMO energy is a bit bigger one than -1.80426204477 eV? without comparing them with 0ev???
thanks I get 4.29 eV for AL (100) and 4.36 eV for Ag(100) however i didn't adjust the confnement, maybe that will help the accuracy.
Of course, the Fermi level for the molecular energy levels of up-spin and down-spin are same. Usually, the positions of HOMO and LUMO are determined by the corresponding electron occupations, rather than the sign of energy values (i.e., negative or positive). Only the energy zero is set as the Fermi level, you can find out the positions of HOMO and LUMO by the sign of their respective values. The first eigenvalue of molecular orbitals below the Fermi level corresponds to the HOMO, and the first eigenvalue of molecular orbital above the Fermi level corresponds to the LUMO.but after i calculated the Fermi energy ,it shows
If you want to know more about how ATK performs the calculations, we refer to the standard article Physical Review B 65, 165401 (2002).i am effusive in gratitude