NEW TRANSFORMATION METHOD FOR GENERATION OF EXACTLY SOLVABLE CENTRALLY SYMMETRIC POWER-LAW POTENTIALS IN THE QUANTUM MECHANICS OF KLEIN–GORDON EQUATION

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作者：

Department of Physics, Bhattadev University, Assam, Pathsala ^{[1
]}

781325, India

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来源：

Acta Phys Pol B | / 12卷

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Compendex;

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摘要：

Quantum theory

引用

共 32 条

[1] NEW TRANSFORMATION METHOD FOR GENERATION OF EXACTLY SOLVABLE CENTRALLY SYMMETRIC POWER-LAW POTENTIALS IN THE QUANTUM MECHANICS OF KLEIN-GORDON EQUATION
Barman, Asha
Bharali, Arup
ACTA PHYSICA POLONICA B, 2023, 54 (12):
[2] Exactly solvable potentials of the Klein-Gordon equation with the supersymmetry method
Chen, G
Chen, ZD
Xuan, PC
PHYSICS LETTERS A, 2006, 352 (4-5) : 317 - 320
[3] A TRANSFORMATION METHOD TO CONSTRUCT FAMILY OF EXACTLY SOLVABLE POTENTIALS IN QUANTUM MECHANICS
Bhagawati, Nabaratna
Saikia, N.
Singh, N. Nimai
ACTA PHYSICA POLONICA B, 2013, 44 (08): : 1711 - 1723
[4] Quantum mechanics in power-law potentials
Mahajan, Sanjoy
AMERICAN JOURNAL OF PHYSICS, 2020, 88 (06) : 431 - 432
[5] New class of conditionally exactly solvable potentials in quantum mechanics
J Phys A Math Gen, 3-4 (L107):
[6] GENERATION OF NEW EXACTLY SOLVABLE POTENTIALS OF POSITION-DEPENDENT MASS SCHRODINGER EQUATION BY EXTENDED TRANSFORMATION METHOD
Rajbongshi, Hangshadhar
Singh, Ngangkham Nimai
ACTA PHYSICA POLONICA B, 2014, 45 (08): : 1701 - 1712
[7] New conditionally exactly solvable inverse power law potentials
Lopez-Ortega, A.
PHYSICA SCRIPTA, 2015, 90 (08)
[8] Exceptional orthogonal polynomials and new exactly solvable potentials in quantum mechanics
Quesne, C.
Journal of Physics: Conference Series, 2012, 380 (01):
[9] Exceptional orthogonal polynomials and new exactly solvable potentials in quantum mechanics
Quesne, C.
SYMMETRIES IN SCIENCE XV, 2012, 380
[10] NEW CLASS OF CONDITIONALLY EXACTLY SOLVABLE POTENTIALS IN QUANTUM-MECHANICS
DUTT, R
KHARE, A
VARSHNI, YP
JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL, 1995, 28 (03): : L107 - L113

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