Results 81 to 90 of about 116 (98)
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American Journal of Physics, 1985
Two improvements in the discussion of molecular vibrations are suggested. First, the pseudoharmonic potential possesses advantages over the harmonic: as a proper potential should, it has a larger force constant inside the equilibrium distance than outside and becomes infinite for zero distance.
M. Sage, J. Goodisman
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Two improvements in the discussion of molecular vibrations are suggested. First, the pseudoharmonic potential possesses advantages over the harmonic: as a proper potential should, it has a larger force constant inside the equilibrium distance than outside and becomes infinite for zero distance.
M. Sage, J. Goodisman
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Computational and Theoretical Chemistry, 2019
Abstract The pseudoharmonic and Kratzer potentials have been extensively employed by numerous workers to model the vibrational states of diatomic molecules. These potentials belong to SUperSYmmetric (SUSY) quantum mechanics and the eigenvalues of the Schrodinger equation are known.
Jiayi Bao, Bernie D. Shizgal
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Abstract The pseudoharmonic and Kratzer potentials have been extensively employed by numerous workers to model the vibrational states of diatomic molecules. These potentials belong to SUperSYmmetric (SUSY) quantum mechanics and the eigenvalues of the Schrodinger equation are known.
Jiayi Bao, Bernie D. Shizgal
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D-Dimensional Dirac Equation for Energy-Dependent Pseudoharmonic and Mie-type Potentials via SUSYQM
Communications in Theoretical Physics, 2014We investigate the approximate solution of the Dirac equation for energy-dependent pseudoharmonic and Mie-type potentials under the pseudospin and spin symmetries using the supersymmetry quantum mechanics. We obtain the bound-state energy equation in an analytical manner and comment on the system behavior via various figures and tables.
A.N. Ikot +3 more
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Pramana, 2019
In this paper, we obtain approximate bound-state solutions of N-dimensional time-independent fractional Schrodinger equation for the generalised pseudoharmonic potential which has the form $$V(r^{\alpha })=a_1r^{2\alpha } + ({a_2}/{r^{2\alpha }})+a_3$$
Tapas Das +3 more
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In this paper, we obtain approximate bound-state solutions of N-dimensional time-independent fractional Schrodinger equation for the generalised pseudoharmonic potential which has the form $$V(r^{\alpha })=a_1r^{2\alpha } + ({a_2}/{r^{2\alpha }})+a_3$$
Tapas Das +3 more
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Exact solutions of the time-dependent Schrodinger equation for pseudoharmonic potentials
1999From the point of obtaining an exact solution of the Schrodinger equation in the case of time-dependent oscillatory potentials, we have reported the solutions of time-dependent pseudoharmonic oscillatory systems in three dimensions.
Simsek, M, Yazar, F
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The realization of dynamic group for the pseudoharmonic oscillator
Applied Mathematics Letters, 2003Shi-hai Dong
exaly
Pseudoharmonic maps and vector fields on CR manifolds
Journal of the Mathematical Society of Japan, 2010Sorin Dragomir
exaly