# HO[sub 2] rovibrational eigenvalue studies for nonzero angular momentum

## Related Articles

- Exact solution of SchrÃƒÂ¶dinger equation for Pseudoharmonic potential. Ramazan Sever; Cevdet Tezcan; Metin AktaÅ; Ãzlem YeÅiltaÅ // Journal of Mathematical Chemistry;Feb2008, Vol. 43 Issue 2, p845
Exact solution of SchrÃƒÂ¶dinger equation for the pseudoharmonic potential is obtained for an arbitrary angular momentum. The energy eigenvalues and corresponding eigenfunctions are calculated by NikiforovÃ¢Â€Â“Uvarov method. Wavefunctions are expressed in terms of Jacobi...

- Bound state solution of the SchrÃƒÂ¶dinger equation for Mie potential. Ramazan Sever; Mahmut Bucurgat; Cevdet Tezcan; Ãzlem YeÅiltaÅ // Journal of Mathematical Chemistry;Feb2008, Vol. 43 Issue 2, p749
Exact solution of SchrÃƒÂ¶dinger equation for the Mie potential is obtained for an arbitrary angular momentum. The energy eigenvalues and the corresponding wavefunctions are calculated by the use of the NikiforovÃ¢Â€Â“Uvarov method. Wavefunctions are expressed in terms of Jacobi...

- Approximate Eigenvalue and Eigenfunction Solutions for the Generalized HulthÃ©n Potential with any Angular Momentum. Sameer Ikhdair; Ramazan Sever // Journal of Mathematical Chemistry;Oct2007, Vol. 42 Issue 3, p461
An approximate solution of the Schrï¿½dinger equation for the generalized Hulthï¿½n potential with non-zero angular quantum number is solved. The bound state energy eigenvalues and eigenfunctions are obtained in terms of Jacobi polynomials. The Nikiforovâ€“Uvarov method is used in the...

- A three-dimensional L2 simulation of the photodetachment spectra of CIHCI- and IHI-. Gazdy, Bela; Bowman, Joel M. // Journal of Chemical Physics;10/15/1989, Vol. 91 Issue 8, p4615
We report three-dimensional L2 basis-set calculations of eigenvalues and eigenfunctions of CIHCI and IHI for zero total angular momentum. Comparisons are made to previous calculations of resonance energies and the bound state in IHI. These eigenfunctions are used in simulations of the...

- Rovibronic bands of the Ãƒâ†X transition of CH3OO and CD3OO detected with cavity ringdown absorption near 1.2â€“1.4 Î¼m. Chao-Yu Chung; Chi-Wen Cheng; Yuan-Pern Lee; Hsin-Yi Liao; Sharp, Erin N.; Rupper, Patrick; Miller, Terry A. // Journal of Chemical Physics;7/28/2007, Vol. 127 Issue 4, p044311
We have recorded several rovibronic bands of CH3OO and CD3OO in their Ãƒâ†X transitions in the range of 1.18â€“1.40 Î¼m with the cavity ringdown technique. While the electronic origins for these species have been reported previously, many newly observed rovibronic bands are...

- Analytical Solution of the SchrÃ¶dinger Equation for Makarov Potential with any â„“ Angular Momentum. Bayrak, O.; Karakoc, M.; Boztosun, I.; Sever, R. // International Journal of Theoretical Physics;Nov2008, Vol. 47 Issue 11, p3005
We present the analytical solution of the SchrÃ¶dinger Equation for the Makarov potential within the framework of the asymptotic iteration method for any n and l quantum numbers. Energy eigenvalues and the corresponding wave functions are calculated. We also obtain the same results for the...

- Reconstruction of radial Dirac operators. Albeverio, S.; Hryniv, R.; Mykytyuk, Ya. // Journal of Mathematical Physics;Apr2007, Vol. 48 Issue 4, p043501
We study the inverse spectral problem of reconstructing the potential of radial Dirac operators acting in the unit ball of R3. For each one-dimensional partial Dirac operator corresponding to a nonzero angular momentum, we give a complete description of the spectral data (eigenvalues and...

- Solution of Dirac equation with spin and pseudospin symmetry for an anharmonic oscillator. Goudarzi, H.; Sohbati, M.; Zarrin, S. // Journal of Mathematical Physics;Jan2011, Vol. 52 Issue 1, p013506
We present the exact solutions of Dirac equation with anharmonic oscillator potential using the Nikiforov-Uvarov method. Taking into account potentials of vector field V(r) and scalar field S(r) in Dirac Hamiltonian, the bound state energy eigenvalues and the corresponding upper and lower...

- On the eigenvalues of the Chandrasekharâ€“Page angular equation. Batic, Davide; Schmid, Harald; Winklmeier, Monika // Journal of Mathematical Physics;Jan2005, Vol. 46 Issue 1, p012504
In this paper we study for a given azimuthal quantum number Îº the eigenvalues of the Chandrasekharâ€“Page angular equation with respect to the parameters Î¼:am and Î½:aÏ‰, where a is the angular momentum per unit mass of a black hole, m is the rest mass of the Dirac particle and...