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检索条件"作者=S.zarrinkamar"
24 条 记 录,以下是1-10 订阅
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solutions of the D-dimensional schrdinger equation with Killingbeck potential:Lie algebraic approach
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Chinese Physics B 2015年 第6期24卷 138-143页
作者: H.Panahi s.zarrinkamar M.Baradaran Department of Physics University of Guilan Department of Basic sciences Garmsar BranchIslamic Azad University
Algebraic solutions of the D-dimensional schrodinger equation with Killingbeck potential are investigated using the Lie algebraic approach within the framework of quasi-exact solvability. The spectrum and wavefunction... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Dirac oscillator in noncommutative space
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Chinese Physics C 2014年 第6期38卷 23-29页
作者: H.Hassanabadi s.s.Hosseini s.zarrinkamar Physics Department Shahrood University Shahrood Iran P. O. Box: ***-316 Shahrood Iran Department of Basic sciences Garmsar Branch Islamic Azad University Garmsar Iran
We study the Dirac oscillator problem in the presence of the Aharonov-Bohm effect with the harmonic potential in commutative and noncommutative spaces in s-= V and s =-V symmetry limits. We calculate exact energy leve... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Exact solutions of the Dirac equation with Pschl-Teller double-ring-shaped Coulomb potential via the Nikiforov-Uvarov method
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Chinese Physics B 2013年 第3期22卷 117-121页
作者: E.Maghsoodi H.Hassanabadi s.zarrinkamar Physics Department Shahrood University of TechnologyShahroodIran Department of Basic sciences Garmsar BranchIslamic Azad UniversityGarmsarIran
Exact analytical solutions of the Dirac equation are reported for the Poschl-Teller double-ring-shaped Coulomb *** radial,polar,and azimuthal parts of the Dirac equation are solved using the Nikiforov-Uvarov method,an... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Exact solutions of D-Dimensional schr(o|¨)dinger Equation for an Energy-Dependent Potential by NU Method
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Communications in Theoretical Physics 2011年 第4期55卷 541-544页
作者: H.Hassanabadi s.zarrinkamar A.A.Rajabi Physics Department Shahrood University of Technology Islamic Azad University Garmsar BranchDepartment of Basic Sciences
We study the D-dimensional schrodinger equation for an energy-dependent Hamiltonian that linearlydepends on energy and quadraticJy on the relative ***,via the Nikiforov-Uvarov (NU) method,we calculatethe corresponding... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
spin and Pseudospin symmetries of Dirac Equation and the Yukawa Potential as the Tensor Interaction
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Communications in Theoretical Physics 2012年 第12期58卷 807-814页
作者: H.Hassanabadi E.Maghsoodi s.zarrinkamar Physics Department Shahrood University of Technology Department of Basic sciences Garmsar Branch Islamic Azad University
Considering of a tensor interaction in Dirac equation removes the degeneracy in spin and pseudospin doublets and consequently leads to results consistent with the experimental data. Here, instead of the commonly used ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Approximate solution of D-Dimensional Klein-Gordon Equation with Hulthn-Type Potential via sUsYQM
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Communications in Theoretical Physics 2011年 第9期56卷 423-428页
作者: H.Hassanabadi s.zarrinkamar H.Rahimov Physics Department Shahrood University of TechnologyShahroodIran P.O.Box ***-316 ShahroodIran Department of Basic sciences Garmsar BranchIslamic Azad University Computer Engineering Department Shahrood University of Technology
Approximate analytical solutions of the D-dimensional Klein-Gordon equation are obtained for the scalarand vector general Hulthen-type potential and position-dependent mass with any l by using the concept of supersymm... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
The nonrelativistic oscillator strength of a hyperbolic-type potential
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Chinese Physics B 2013年 第6期22卷 105-109页
作者: H.Hassanabadi s.zarrinkamar B.H.Yazarloo Department of Basic sciences Shahrood BranchIslamic Azad UniversityShahroodIran Department of Basic sciences Garmsar BranchIslamic Azad UniversityGarmsarIran
We consider the D-dimensional schrsdinger equation under the hyperbolic potential V0(1 -coth(ar))+ 171 (1 - coth(ar))2. Using a Pekeris-type approximation, the approximate analytical solutions of the problem ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Approximate solutions of Dirac equation with a ring-shaped Woods-saxon potential by Nikiforov-Uvarov method
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Chinese Physics C 2013年 第11期37卷 20-24页
作者: H.Hassanabadi E.Maghsoodi s.zarrinkamar Department of Basic sciences Shahrood Branch Islamic Azad UniversityShahrood Iran Department of Basic sciences Garmsar Branch Islamic Azad UniversityGarmsar Iran
An approximate analytical solution of the Dirac equation is obtained for the ring-shaped Woods-saxon potential within the framework of an exponential approximation to the centrifugal term. The radial and angular parts... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Approximate any 1-state solutions of the Dirac equation for modified deformed Hylleraas potential by using the Nikiforov—Uvarov method
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Chinese Physics B 2012年 第12期21卷 57-65页
作者: H.Hassanabadi E.Maghsoodi s.zarrinkamar H.Rahimov Physics Department Shahrood University of TechnologyShahroodIran Department of Basic sciences Garmsar BranchIslamic Azad UniversityGarmsarIran Computer Engineering Department Shahrood University of TechnologyShahroodIran
We investigate the spin and pseudospin symmetries of the Dirac equation under modified deformed Hylleraas potential via a Pekeris approximation and the Nikiforov-Uvarov technique. A tensor interaction of Coulomb form ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
The Yukawa potential in semirelativistic formulation via supersymmetry quantum mechanics
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Chinese Physics B 2013年 第6期22卷 171-174页
作者: s.Hassanabadi M.Ghominejad s.zarrinkamar H.Hassanabadi Physics Department Semnan UniversitySemnanIran Department of Basic sciences Garmsar BranchIslamic Azad UniversityGarmsarIran Department of Basic sciences Shahrood BranchIslamic Azad UniversityShahroodIran
We apply an approximation to the centrifugal term and solve the two-body spinless-salpeter equation (ssE) with the Yukawa potential via the supersymmetric quantum mechanicssUsYQM) for arbitrary quantum numbers. ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论