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- W4321602011 abstract "Klein-Gordon (KG) particles in cosmic string rainbow gravity spacetime and a uniform magnetic field are studied in the context of the so called, metaphorically speaking, position-dependent mass (PDM) settings. We show that the corresponding KG-equation collapses into a two-dimensional radial Schr{o}dinger-Coulomb like model. The exact textbook solution of which is used to find the energies and wave functions of KG-Coulombic particles (both constant mass and PDM ones). In so doing, we consider, with $y=E/E_{P}$, four pairs of rainbow functions: (a) $% g_{_{0}}left( yright) =1$, $g_{_{1}}left( yright) =sqrt{1-epsilon y^{2}% }$, (b) $g_{_{0}}left( yright) =1$, $g_{_{1}}left( yright) =sqrt{% 1-epsilon y}$, (c) $g_{_{0}}left( yright) =g_{_{1}}left( yright) =left( 1-epsilon yright) ^{-1}$, and (d) $g_{_{0}}( y) =(e^{epsilon y}-1) /epsilon y$, $g_{_{1}}left( yright) =1$. Interestingly, we observe that the first pair in (a) introduces the Planck energy $E_{p}$ as a maximum possible KG-particle/antiparticle energy value." @default.
- W4321602011 created "2023-02-24" @default.
- W4321602011 creator A5024938434 @default.
- W4321602011 date "2023-04-01" @default.
- W4321602011 modified "2023-10-14" @default.
- W4321602011 title "PDM KG-Coulomb particles in cosmic string rainbow gravity spacetime and a uniform magnetic field" @default.
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- W4321602011 doi "https://doi.org/10.1016/j.physletb.2023.137793" @default.
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