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>> Din meniul de mai jos puteti accesa subpaginile membrilor Catedrei de Fizica din cadrul Universitatii Politehnica:
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>> From the menu bellow you can access the subpages of the members of the Physics Department from Politehnica University:
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Prof. Dr. Dusan POPOV
e-mail: dusan.popov@fiz.upt.ro; dusan_popov@yahoo.co.uk
Domenii de interes/competenta:
Mecanica cuantica
Statistica cuantica
- Stari coerente
- Stari cuantice amestecate
- Oscilatori cuantici (armonic, pseudoarmonic, Morse)
Nanostructuri
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Lucrari stiintifice
Contracte
Materiale didactice
Programe analitice
Curriculum Vitae
Vizite: 3199
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| Citarile pentru: Group theory approach to the Dirac equation with a Coulomb plus scalar potential in D+1 dimensions |
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1. The Klein-Gordon equation with a Coulomb plus scalar potential in D dimensions
Autori: Ma ZQ, Dong SH, GU XY, et al.
Referinte: International Journal of Modern Physics E 13(3), 597-610 (2004) |
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2. Scattering of the Dirac particle plus scalar potential in two dimensions
Autori: Dong SH, Lozada-Cassou M
Referinte: Physics Letters A 330 (3-4), 168-172 (2004) |
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3. Analytical solutions of the Kratzer-Fues potential in an arbitrary number of dimensions
Autori: Oyewumi KJ
Referinte: Foundations of physics Letters 18 (1), 75-84 (2005) |
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4. Dirac equation with a Coulomb plus scalar potential in D+1 dimensions
Autori: Dong SH, Sun GH, Lozada-Cassou M
Referinte: International Journal of Quantum Chemistry 102 (2), 147-157 (2005) |
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5. Relativistic spectral comparison theorem in two dimensions
Autori: Chen G
Referinte: Physical Review A 71 (2), Art. No. 024102 (2005) |
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6. Exact solutions of the hydrogen-like atoms confined by a potential step
Autori: Dong SH, Lozada-Cassou M, Jiang Y, et al.
Referinte: Physica Scripta 71 (5), 436-439 (2005) |
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7. Bound states of the Dirac equation with vectro and scalar Scarf-type potentials
Autori: Zhang XC, Liu QW, Jia CS, et al.
Referinte: Physics Letters A 340 (1-4), 59-69 (2005) |
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8. Iterative solutions to the Dirac equation
Autori: Ciftci H, Hall RL, Saad N
Referinte: Physical review A 72 (2), Art. No. 022101 (2005) |
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