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Lattice Enthalpy Drives Hubbard U to Zero

Lattice Enthalpy Drives Hubbard U to Zero
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摘要 In the equation U = I – A for the Mott energy, the electron-hole interaction of the successor state is missing. Adding the attractive term, the energy for disproportionation (Hubbard U), may adopt any sign. The missing term is related to the Born effect, the Madelung correction and the Lattice Enthalpy. In the equation U = I – A for the Mott energy, the electron-hole interaction of the successor state is missing. Adding the attractive term, the energy for disproportionation (Hubbard U), may adopt any sign. The missing term is related to the Born effect, the Madelung correction and the Lattice Enthalpy.
作者 Sven Larsson
出处 《Journal of Modern Physics》 2013年第6期29-32,共4页 现代物理(英文)
关键词 HUBBARD U LATTICE ENTHALPY SUPERCONDUCTIVITY Correlation DISPROPORTIONATION Hubbard U Lattice Enthalpy Superconductivity Correlation Disproportionation
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