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- W2781933007 abstract "We prove the existence of a new Hamiltonian that can be used to study strongly correlated matter, which consists of the total energy at temperature equals zero (E_0) and the ionization energy (xi) as eigenvalues. We show that the existence of this total energy eigenvalue, E_0 pm xi, does not violate the Coulombian atomic system. Since there is no equivalent known Hamilton operator that corresponds quantitatively to xi, we employ the screened Coulomb potential operator, which is a function of this ionization energy to analytically calculate the screening parameter (sigma) of a neutral Helium atom in the ground state. In addition, we also show that the energy level splitting due to spin-orbit coupling is inversely proportional to xi eigenvalue." @default.
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- W2781933007 date "2007-02-27" @default.
- W2781933007 modified "2023-09-26" @default.
- W2781933007 title "1D harmonic oscillator hamiltonian and wave function with ionization energy" @default.
- W2781933007 hasPublicationYear "2007" @default.
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