[HTML][HTML] Exactness of SWKB for shape invariant potentials
A Gangopadhyaya, JV Mallow, C Rasinariu, J Bougie - Physics Letters A, 2020 - Elsevier
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SWKB quantization condition for conditionally exactly solvable systems and the residual corrections
Y Nasuda, N Sawado - Nuclear Physics B, 2023 - Elsevier
The SWKB quantization condition is an exact quantization condition for the conventional
shape-invariant potentials. On the other hand, this condition equation does not hold for other …
shape-invariant potentials. On the other hand, this condition equation does not hold for other …
Recent Advances in Semiclassical Methods Inspired by Supersymmetric Quantum Mechanics
A Gangopadhyaya, J Bougie, C Rasinariu - arxiv preprint arxiv …, 2024 - arxiv.org
Semiclassical methods are essential in analyzing quantum mechanical systems. Although
they generally produce approximate results, relatively rare potentials exist for which these …
they generally produce approximate results, relatively rare potentials exist for which these …
Study on a Quantization Condition and the Solvability of Schr\"{o} dinger-type Equations
Y Nasuda - arxiv preprint arxiv:2403.20217, 2024 - arxiv.org
In this thesis, we study a quantization condition in relation to the solvability of Schr\"{o}
dinger equations. This quantization condition is called the SWKB (supersymmetric Wentzel …
dinger equations. This quantization condition is called the SWKB (supersymmetric Wentzel …
Numerical study of the SWKB condition of novel classes of exactly solvable systems
Y Nasuda, N Sawado - Modern Physics Letters A, 2021 - World Scientific
The supersymmetric WKB (SWKB) condition is supposed to be exact for all known exactly
solvable quantum mechanical systems with the shape invariance. Recently, it was claimed …
solvable quantum mechanical systems with the shape invariance. Recently, it was claimed …
Comments on “Numerical study of the SWKB condition of novel classes of exactly solvable systems”
J Bougie, A Gangopadhyaya… - Modern Physics Letters …, 2023 - World Scientific
Here, we comment on the paper “Numerical study of the SWKB condition of novel classes of
exactly solvable systems.”[Y. Nasuda and N. Sawado, Mod. Phys. Lett. A 36, 2150025 …
exactly solvable systems.”[Y. Nasuda and N. Sawado, Mod. Phys. Lett. A 36, 2150025 …
[HTML][HTML] Solução do átomo de hidrogênio usando Supersimetria
JMC Monteiro, A Algozini Júnior… - Revista Brasileira de …, 2019 - SciELO Brasil
Nesse trabalho apresentamos a solução da equação de Schrödinger através de uma
versão moderna do método de fatorização usando o formalismo da chamada Mecânica …
versão moderna do método de fatorização usando o formalismo da chamada Mecânica …
Several Exactly Solvable Quantum Mechanical Systems and the SWKB Quantization Condition
Y Nasuda - International Workshop on Lie Theory and Its …, 2021 - Springer
We study the SWKB quantization conditions for two classes of exactly solvable quantum
mechanical systems: one is the system whose eigenfunctions contain the multi-indexed …
mechanical systems: one is the system whose eigenfunctions contain the multi-indexed …
[PDF][PDF] Study on a Quantization Condition and the Solvability of Schrödinger-type Equations
奈須田祐大 - tus.repo.nii.ac.jp
In this thesis, we study a quantization condition in relation to the solvability of Schrödinger
equations. This quantization condition is called the SWKB (supersymmetric Wentzel …
equations. This quantization condition is called the SWKB (supersymmetric Wentzel …
[PDF][PDF] Diferentes métodos de resolução da equação de Schrödinger independente do tempo
A Algozini Junior - 2019 - repositorio.unesp.br
Neste trabalho foram resolvidos, através da Equação de Schrödinger Independente do
tempo, o potencial biestável para um sistema de dois níveis do Poço Duplo Quadrado …
tempo, o potencial biestável para um sistema de dois níveis do Poço Duplo Quadrado …