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You searched: |  Author = Ikhdair, Sameer M.,,  |  Subject = near east university article, physics, physics, yakın doğu üniversitesi makale,  | 
Results: 63 found in 0.010 seconds

 
Title
Author
Publisher Edition
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Two approximation schemes to the bound states of the Dirac-Hulthen problem
Iop Publishing Ltd, 2011. QC 21.3 .T86 2011 NEU Grand Library[Online electronic]
Available
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Two Approximate Analytic Eigensolutions of the Hellmann Potential with any Arbitrary Angular Momentum
Verlag z naturforsch, 2013. QC23 .T86 2013 NEU Grand Library[Online electronic]
Available
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A systematic study on nonrelativistic quarkonium interaction.
World Scientific Publ Co Pte Ltd., 2006. QC 21.3 .S97 2006 NEU Grand Library[Online electronic]
Available
0
Spin and pseudospin symmetric Dirac particles in the field of Tietz-Hua potential including Coulomb tensor interaction
Iop Publıshıng Ltd, 2013. QC23 .S65 2013 NEU Grand Library[Online electronic]
Available
0
Spectroscopy of B-c meson in a semi-relativistic quark model using the shifted large-N expansion method.
World Scientific Publ Co Pte Ltd., 2004. QC 21.3 .S64 2004 NEU Grand Library[Online electronic]
Available
0
Spectral properties of quantum dots influenced by a confining potential model
Elsevier, 2012. QC 21.3 .S64 2012 NEU Grand Library[Online electronic]
Available
0
Spectra of cylindrical quantum dots: The effect of electrical and magnetic fields together with AB flux field
Elsevier, 2012. QC 21.3 .S64 2012 NEU Grand Library[Online electronic]
Available
0
Scalar Charged Particle in Presence of Magnetic and Aharonov-Bohm Fields Plus Scalar-Vector Killingbeck Potentials
Sprınger Wıen, 2013. QC23 .S33 2013 NEU Grand Library[Online electronic]
Available
0
Rotatıonal And Vıbratıonal Dıatomıc Molecule In The Kleın Gordon Equatıon Wıth Hyperbolıc Scalar And Vector Potentıals
World Scientific Publ, 2009. QC 21.3 .R68 2009 NEU Grand Library[Online electronic]
Available
0
Rotatıonal And Vıbratıonal Dıatomıc Molecule In The Kleın Gordon Equatıon Wıth Hyperbolıc Scalar And Vector Potentıals
Elsevier, 2009. QC 21.3 .R68 2009 NEU Grand Library[Online electronic]
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