June 3, 2024Molecular Physics

Relativistic energy spectra of diatomic molecules through the solutions of general conformable fractional (GCF) Klein-Gordon equation for Hulthen potential with position-dependent mass (PDM) and the thermodynamic properties

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LPLuthfiya Kurnia PermatahatiSebelas Maret University SSSuparmi SuparmiUniversitas Islam Negeri Maulana Malik Ibrahim AFAbdulloh FuadKomar University of Science and Technology

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Implication

Investigation of thermodynamic properties and energy spectra in diatomic molecules using Hulthen potential with PDM, highlighting significant findings.

Key Points

Energy eigenvalues increase with fractional order and quantum number, indicating a strong dependency on these parameters.
Findings reveal that internal energy remains constant at lower temperatures, while specific heat capacity decreases as the PDM parameter increases.
Analysis through the GCF Klein-Gordon equation employs the GCF Laplace method to derive energy equations and wave functions for diatomic molecules like H2, LiH, and HF, leading to important insights in quantum mechanics and thermodynamics .

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Permatahati et al. (2024) studied this question.

synapsesocial.com/papers/68e66715b6db6435875f2be8 https://doi.org/10.1080/00268976.2024.2356182

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Implication

Investigation of thermodynamic properties and energy spectra in diatomic molecules using Hulthen potential with PDM, highlighting significant findings.

Relativistic energy spectra of diatomic molecules through the solutions of general conformable fractional (GCF) Klein-Gordon equation for Hulthen potential with position-dependent mass (PDM) and the thermodynamic properties

Discussion

Member takes

Implication

Key Points

Cite This Study

Relativistic energy spectra of diatomic molecules through the solutions of general conformable fractional (GCF) Klein-Gordon equation for Hulthen potential with position-dependent mass (PDM) and the thermodynamic properties

Discussion

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Implication

Key Points

Cite This Study

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