Application of Hartree-Fock theory to finite nuclei
Date
1969
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Abstract
The Hartree-Fock equations are derived and generalized to the case of nuclear matter using the Brueckner reaction matrix. The Fourier transform of the nonlocal term in the resulting integral-differential equation is expanded to second-order terms, and the equation is reduced to a differential equation. An iterative method is used to obtain a self-consistent solution. Several expansion procedures were tried, and in all cases the iterations converged to reasonable values for potentials, wave functions, and binding energies for 016.
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Degree
Master of Arts
Type
Thesis
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Citation
Hughes, Henry Grady. "Application of Hartree-Fock theory to finite nuclei." (1969) Master’s Thesis, Rice University. https://hdl.handle.net/1911/89885.
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