most citedOn the energy spectrum of the one-dimensional Klein-Gordon Oscillator

2 citations · 4 across the 5 of their papers we have counts for

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5 papers

quant-ph2008

Eigenfunctions of spinless particles in a one-dimensional linear potential well

Nagalakshmi A Rao, B A Kagali

In the present paper, we work out the eigenfunctions of spinless particles bound in a one-dimensional linear finite range, attractive potential well, treating it as a time-like com…

quant-ph20081 cited

On the genuine bound states of a non-relativistic particle in a linear finite range potential

Nagalakshmi A Rao, B. A. Kagali

We explore the energy spectrum of a non-relativistic particle bound in a linear finite range, attractive potential, envisaged as a quark-confining potential. The intricate transcen…

quant-ph20071 cited

Eigenfunctions of the two-dimensional Moshinsky-Szczepaniak Oscillator

Nagalakshmi A. Rao, B. A. Kagali

While the usual harmonic oscillator potential gives discrete energies in the non-relativistic case, it does not however give genuine bound states in the relativistic case if the po…

quant-ph2007

Spectroscopic investigation of spin zero homonuclear and heteronuclear molecules

Nagalakshmi A. Rao, B. A. Kagali

In the present article, we introduce a model to investigate the energy spectrum of a relativistic rotor by considering the Klein-Gordon Hamiltonian. Rotational spectral lines are a…

quant-ph20072 cited

On the energy spectrum of the one-dimensional Klein-Gordon Oscillator

Nagalakshmi A Rao, B. A. Kagali

In the present article, we describe a method of introducing the harmonic potential into the Klein-Gordon equation, leading to genuine bound states. The eigenfunctions and eigenener…