Prüfer transformation and its application to the numerical description of the motion of quantum particles with various spins in the fields of classical black holes

被引：0
作者：
V. P. Neznamov
I. I. Safronov
V. E. Shemarulin
机构：
[1] The Russian Federal Nuclear Center,
[2] All-Russian Scientific Research Institute of Experimental Physics,undefined
来源：
Theoretical and Mathematical Physics | 2023年 / 214卷
关键词：
stationary states; black holes; second-order equations; Prüfer transformation and phase functions; singular points and their classification;
D O I：
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摘要：
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页码：89 / 105
页数：16
相关论文
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  • [2] Neznamov V. P.(2018)Stationary solutions of second-order equations for point fermions in the Schwarzschild gravitational field JETP 127 647-658
  • [3] Safronov I. I.(2018)Stationary solutions of second-order equations for fermions in Reissner-Nordstrom JETP 127 684-704
  • [4] Neznamov V. P.(2019)Stationary solutions of the second-order equation for fermions in Kerr–Newman space-time JETP 128 64-87
  • [5] Safronov I. I.(2019)Second-order stationary solutions for fermions in an external Coulomb field JETP 128 672-683
  • [6] Shemarulin V. E.(2022)Something new about radial wave functions of fermions in the repulsive Coulomb field Phys. Part. Nucl. 53 1126-1137
  • [7] Neznamov V. P.(2021)Quantum electrodynamics with self-conjugated equations with spinor wave functions for fermion fields Internat. J. Modern Phys. A 36 1492-1526
  • [8] Safronov I. I.(2021)The lack of vacuum polarization in quantum electrodynamics with spinors in fermion equations Internat. J. Modern Phys. A 36 797-806
  • [9] Shemarulin V. Ye.(2020)Quantum mechanics of stationary states of particles in a space–time of classical black holes Theoret. and Math. Phys. 205 664-677
  • [10] Neznamov V. P.(1950)Singular potentials Phys. Rev. 80 499-518
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