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Solution. to the Klein.Gordon.Equa.ion.with Equa. Sca.a. a.d Vector Modified Hyllera.s Plus Expon.n.ia. Rosen.Morse Poten.ia.s

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Chin.se Physics Letters 2012年第6期29卷 39-41页

作者： a.pa. n.ikot Theoretica. Physics Group Department of PhysicsUniversity of UyoNigeria

We presen. the boun.-sta.e solution. to the Klein.Gordon.equa.ion.with squa. sca.a. a.d vector modified Hyllera.s plus expon.n.ia. Rosen.Morse poten.ia.s usin. the pa.a.etric n.kiforov-Uva.ov *** use the elega.t a.proxima.ion.scheme to the cen.rifuga. *** boun. sta.e en.rgy eigen.a.ues a.d the correspon.in. wa.e fun.tion.a.e *** a.so discuss the specia. ca.es.

关键词： method Morse expon.n.ia.

Spin.a.d pseudospin.symmetries of the Dira. equa.ion.with shifted Hulthe′n.poten.ia. usin. supersymmetric qua.tum mecha.ics

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Chin.se Physics B 2013年第12期22卷 74-81页

作者： a.pa. n. ikot Elha. Ma.hsoodi En. J. Iba.ga.Sa.er Za.rin.a.a. Ha.sa. Ha.sa.a.a.i Theoretica. Physics Group Department of Physics University of Uyo-Nigeria Depa.tmen. of Ba.ic Scien.es Shahrood Branch Islamic Azad University Depa.tmen. of Ba.ic Scien.es Garmsar Branch Islamic Azad University

In.this pa.er, we obta.n.a.proxima.e a.a.ytica. solution. of the Dira. equa.ion.for the shifted Hulthén.poten.ia. within.the fra.ework of spin.a.d pseudospin.symmetry limits for a.bitra.y spin.orbit qua.tum n.mber κ usin. the supersymmetry qua.tum mecha.ics. The en.rgy eigen.a.ues a.d the correspon.in. Dira. wa.e fun.tion. a.e obta.n.d in.closed forms.

关键词： Dira. equa.ion.supersymmetry method spin.a.d pseudospin.symmetries shifted Hulthén.poten.ia.

Solution.of Dira. Equa.ion.with Gen.ra.ized Hyllera.s Poten.ia.

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Commun.ca.ion. in.Theoretica. Physics 2013年第3期59卷 268-272页

作者： a.pa. n.ikot Theoretica. Physics Group Department of PhysicsUniversity of UyoNigeria

We employ the pa.a.etric gen.ra.iza.ion.of the n.kiforov-Uva.ov method to solve the a.ha.da.i forma.ism of the Dira. equa.ion.with a.gen.ra.ized Hyllera.s poten.ia. of the form V(r) = V0(a.exp(λr))/(b+ exp(λr)) + V1(d+exp(λr))/(b+exp(λr)).We obta.n.the boun. sta.e en.rgy eigen.a.ue a.d the correspon.in. eigen.un.tion.expressed in.terms of the Ja.obi *** choosin. a.propria.e pa.a.eter in.the poten.ia. model,the gen.ra.ized Hyllera.s poten.ia. reduces to the well kn.wn.poten.ia.s a. specia. ca.es.

关键词： Dira. equa.ion a.ha.da.i forma.ism n.kiforov-Ura.ov method

Boun. Sta.e Solution. of the Schrödin.er Equa.ion.for a.More Gen.ra. Woods-Sa.on.Poten.ia. with a.bitra.y l-Sta.e

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Chin.se Physics Letters 2012年第9期29卷 8-11页

作者： a.pa. n.ikot Ita.O.a.pa. Theoretica. Physics Group Department of PhysicsUniversity of UyoNigeria Depa.tmen. of Physics University of CalabarNigeria

The en.rgy spectra.a.d the wa.e fun.tion.depen.in. on.the c-fa.tor a.e in.estiga.ed for a.more gen.ra. Woods–Sa.on.poten.ia.(MGWSP)with a. a.bitra.y *** wa.e fun.tion. a.e expressed in.terms of the Ja.obi *** poten.ia.s a.e obta.n.d from this MGWSP a. the specia. *** specia. poten.ia.s a.e Hulthen.a.d the sta.da.d Woods–Sa.on.*** a.so discuss the en.rgy spectrum a.d wa.e fun.tion.for the specia. ca.es.

关键词： sta.e. Sa.on wa.e

Spin.a.d Pseudospin.Symmetries of Hellma.n.Poten.ia. with Three Ten.or In.era.tion. Usin. n.kiforov–Uva.ov Method

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Commun.ca.ion. in.Theoretica. Physics 2015年第12期64卷 637-643页

作者： a.pa. n.ikot Ha.sa. Ha.sa.a.a.i Ta.un.imi M.a.bey Depa.tmen. of Physics University of Port Harcourt Physics Depa.tmen. University of Shahrood

The Dira. equa.ion.with Hellma.n.poten.ia. is presen.ed in.the presen.e of Coulomb-like ten.or(CLT),Yuka.a.like ten.or(YLT),a.d Hulthen.type ten.or(HLT) in.era.tion. by usin. n.kiforov–Uva.ov method. The boun. sta.e en.rgy spectra.a.d the ra.ia. wa.e fun.tion. a.e obta.n.d a.proxima.ely within.the fra.ework of spin.a.d pseudospin.symmetries limit. We ha.e a.so reported some n.merica. results a.d figures to show the effects of the ten.or in.era.tion.. Specia. ca.es of the poten.ia. a.e a.so discussed.

关键词： Dira. equa.ion Hellma.n poten.ia. ten.or in.era.ti

Boun. sta.e solution. of d-dimen.ion.0} Schrdin.er equa.ion.with Ecka.t poten.ia. plus modified deformed Hyllera.s poten.ia.

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Chin.se Physics B 2013年第2期22卷 80-85页

作者： a.pa. n.ikot Ola.un.oye a.a.oga.a.a.in.en. D.a.tia Theoretica. Physics Group Department of PhysicsUniversity of UyoUyoNigeria

We study the d-dimen.ion.0} Schrdin.er equa.ion.for Ecka.t plus modified deformed Hyllera.s poten.ia.s usin. the gen.ra.ized pa.a.etric form of n.kiforov-Uva.ov *** obta.n.en.rgy eigen.a.ues a.d the correspon.in. wa.e fun.tion.expressed in.terms of a.Ja.obi *** a.so discuss two specia. ca.es of this poten.ia. comprised of the Hulthen.poten.ia. a.d the Rosen.Morse poten.ia. in.three *** results a.e a.so computed for the en.rgy spectrum a.d the poten.ia.s.

关键词： pa.a.etric n.kiforov-Uva.ov method n.w a.proxima.ion.scheme Ecka.t plus Hyllera.s poten.ia.

Solution. of the Schrdin.er Equa.ion.with Qua.tum Mecha.ica. Gra.ita.ion.0} Poten.ia. Plus Ha.mon.c Oscilla.or Poten.ia.

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Commun.ca.ion. in.Theoretica. Physics 2014年第2期61卷 149-152页

作者： B.I.Ita.a.I.Ikeuba.a.n.ikot Theoretica. Qua.tum Chemistry Group Department of Chemistry University of Calabar Theoretica. Physics Group Department of Physics University of Uyo

The solution. of the Schrodin.er equa.ion.with qua.tum mecha.ica. gra.ita.ion.0} poten.ia. plus ha.mon.c oscilla.or poten.ia. ha.e been.presen.ed usin. the pa.a.etric n.kiforov-Uva.ov method. The boun. sta.e en.rgy eigen.va.ues a.d the correspon.in. un.n.rma.ized eigen.fun.tion. a.e obta.n.d in.terms of La.uerre polyn.mia.s. a.so a.specia. ca.e of the poten.ia. ha. been.con.idered a.d its en.rgy eigen.va.ues a.e obta.n.d.

关键词： Schrodin.er equa.ion qua.tum mecha.ica. gra.ita.ion.0} poten.ia. ha.mon.c oscilla.or n.kiforov-Uva.ov method La.uerre polyn.mia.s

D-Dimen.ion.0} Dira. Equa.ion.for En.rgy-Depen.en. Pseudoha.mon.c a.d Mie-type Poten.ia.s via.SUSYQM

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Commun.ca.ion. in.Theoretica. Physics 2014年第4期61卷 436-446页

作者： a.n.ikot H.Ha.sa.a.a.i E.Ma.hsoodi S.Za.rin.a.a. Theoretica. Physics Group Department of PhysicsUniversity of Uyo Depa.tmen. of Ba.ic Scien.es Shahrood BranchIslamic Azad University Civil En.in.erin. Group Alaodoleh Semnani Institute of Higher Education

We in.estiga.e the a.proxima.e solution.of the Dira. equa.ion.for en.rgy-depen.en. pseudoha.mon.c a.d Mie-type poten.ia.s un.er the pseudospin.a.d spin.symmetries usin. the supersymmetry qua.tum mecha.ics. We obta.n.the boun.-sta.e en.rgy equa.ion.in.a. a.a.ytica. ma.n.r a.d commen. on.the system beha.ior via.va.ious figures a.d ta.les.

关键词： Dira. equa.ion spin.symmetry pseudospin.symmetry en.rgy-depen.en. poten.ia. pseudoha.-mon.c poten.ia. Mie-type poten.ia.

a.a.ytica. a.proxima.e Solution.of Schr?din.er Equa.ion.in.D Dimen.ion. with Qua.ra.ic Expon.n.ia.-Type Poten.ia. for a.bitra.y l-Sta.e

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Commun.ca.ion. in.Theoretica. Physics 2014年第4期61卷 457-463页

作者： a.pa. n.ikot Ola.un.oye.a.a.oga.Ha.sa. Ha.sa.a.a.i Elha. Ma.hsoodi Theoretica. Physics Group Department of PhysicsUniversity of Uyo Depa.tmen. of Ba.ic Scien.es Shahrood BranchIslamic Azad University

We presen. the boun. sta.e solution.of Schr6din.er equa.ion.in.D dimen.ion. for qua.ra.ic expon.n.ia.-type poten.ia. for a.bitra.y l-sta.e. We use gen.ra.ized pa.a.etric n.kiforov-Uva.ov method to obta.n.the en.rgy le... 详细信息

关键词： SchrSdin.er equa.ion n.kiforov-Uva.ov method boun. sta.e