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Relationship Between Two Classes of Shape-Invariant Potentials

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Relationship Between Two Classes of Shape-Invariant Potentials

QIAN Shang-Wu ;GU Zhi-Yu

【期刊名称】《理论物理通讯(英文版)》 【年(卷),期】2001(036)010

【摘要】We show that two classes of shape-invariant potentials are interrelated to each other. For all one-dimensional shape-invariant potentials with parameters related by translation, i.e. the first class of shapc-invariant potentials (SIP1),we can find their multi-parameter deformations with q acting as the deformation parameter, i.e. the second class of shape-invariant potentials (SIP2) with parameters related by scaling. In order to get closed solution of SIP2, we consider two infinitesimal intervals, one is close to q= 0 another close to q = 1, and show that in these intervals we can get separately two first-order approximate solutions in closed form, furthermore we prove that all SIP1 can be obtained by the limiting procedures for corresponding SIP2.``

【总页数】4页(391-394)

【关键词】shape-invariant potential;superpotential;multi-parameter deformation

【作者】QIAN Shang-Wu ;GU Zhi-Yu

【作者单位】Department of Physics, Peking University, Beijing 100871,

China ;Department of Physics, Capital Normal University, Beijing 100037, China

【正文语种】中文 【中图分类】04 【相关文献】

1.A Note on Unification of Translational Shape Invariant Potential and Scaling Shape Invariant Potential [J], HUANG Bo-Wen; GU Zhi-Yu; QIAN Shang-Wu

2.A Note on Unification of Translational Shape Invariant Potential and Scaling Shape Invariant Potential [J], HUANG; Bo-Wen; GU; Zhi-Yu; QIAN; Shang-Wu

3.Supersymmetry and Shape Invariance of Hartmann Potential and Ring-Shaped Oscillator Potential in the γ and θ Dimensions of Spherical Polar Coordinates [J], QIAN Shang-Wu; HUANG Bo-Wen; WANG De-Yun; GU Zhi-Yu 4.Relationship

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Relationship Between Two Classes of Shape-Invariant Potentials

RelationshipBetweenTwoClassesofShape-InvariantPotentialsQIANShang-Wu;GUZhi-Yu【期刊名称】《理论物理通讯(英文版)》【年(卷),期】2001(036)010【摘要】Weshowthattwoclassesofshape-in
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