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2010
Publisher Summary The hydrogen atom has only one electron. The wave function ψ(r) of the electron in the hydrogen atom satisfies the Schrodinger equation. The hydrogen atom consists of a proton and an electron, and has a spherical symmetry that can most easily be studied using a spherical polar coordinate frame. Although the energy of an electron in a
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Publisher Summary The hydrogen atom has only one electron. The wave function ψ(r) of the electron in the hydrogen atom satisfies the Schrodinger equation. The hydrogen atom consists of a proton and an electron, and has a spherical symmetry that can most easily be studied using a spherical polar coordinate frame. Although the energy of an electron in a
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2018
We consider the confined hydrogen atom (CHA) in position and momentum space. To this end, we calculate numerically the wavefunctions and energies for various confinement radii and quantum numbers. We show breaking of degeneracy in CHA for n states. In the limit of an infinite confinement radii the well-known results for the non-confined hydrogen atom ...
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We consider the confined hydrogen atom (CHA) in position and momentum space. To this end, we calculate numerically the wavefunctions and energies for various confinement radii and quantum numbers. We show breaking of degeneracy in CHA for n states. In the limit of an infinite confinement radii the well-known results for the non-confined hydrogen atom ...
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, 2018