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You searched: |  Author = Ikhdair, Sameer M.,,  | 
Results: 120 found in 0.006 seconds

 
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Any l-state improved quasi-exact analytical solutions of the spatially dependent mass Klein-Gordon equation for the scalar and vector Hulthen potentials
Iop Publishing Ltd., 2009. QC 21.3 .A59 2009 NEU Grand Library[Online electronic]
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Any L-State Solutıons Of The Woods-Saxon Potentıal In Arbıtrary Dımensıons Wıthın The New Improved Quantızatıon Rule
World Scientific Publ Co Pte Ltd, 2010. QC 21.3 .A59 2010 NEU Grand Library[Online electronic]
Available
0
Approximate analytical solutions of the generalized Woods-Saxon potentials including the spin-orbit coupling term and spin symmetry
Wersita, 2010. QC 21.3 .A67 2010 NEU Grand Library[Online electronic]
Available
0
Approximate analytical solutions to relativistic and nonrelativistic Poschl-Teller potential with its thermodynamic properties
Elsevıer Scıence Bv, 2013. QD21.2 .A67 2013 NEU Grand Library[Online electronic]
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Approximate bound state solutions of Dirac equation with Hulthen potential including Coulomb-like tensor potential
Elsevier, 2010. QA36 .A67 2010 NEU Grand Library[Online electronic]
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0
Approximate bound states of the Dirac equation with some physical quantum potentials
Elsevier, 2012. QA36 .A67 2012 NEU Grand Library[Online electronic]
Available
0
Approximate Dirac solutions of a complex parity-time-symmetric Poschl-Teller potential in view of spin and pseudospin symmetries
Iop Publishing Ltd , 2012. QC 21.3 .A67 2012 NEU Grand Library[Online electronic]
Available
0
Approximate Eigensolutions of the Deformed Woods-Saxon Potential via AIM
Iop Publıshıng Ltd, 2013. QC23 .A67 2013 NEU Grand Library[Online electronic]
Available
0
Approximate eigenvalue and eigenfunction solutions for the generalized Hulthen potential with any angular momentum
Springer, 2007. QD31.2 .A67 2007 NEU Grand Library[Online electronic]
Available
0
Approximate kappa-state solutions of the Dirac equation in spatially dependent mass for the Eckart potential including the Yukawa tensor interaction
Lop Publıshıng Ltd, 2013. QC23 .A67 2013 NEU Grand Library[Online electronic]
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