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- W3192619366 abstract "I show that the MacColl-Hartman effect, namely, the saturation of the group delay time of sub-barrier quantum tunneling as a function of the barrier width, comes from the saturating behavior of a more fundamental concept - the phase of the stationary wave function. The explanation of saturation is given based on the decomposition of the stationary wave function into the spectrum of wave numbers and formulation of the initial condition for the direction of propagation of the incident matter wave. It is also shown that the saturation plateau of MacColl and Hartman actually doesn't continue indefinitely, but has a finite length. After the plateau, the sub-barrier tunneling time monotonically increases with increasing width of the potential, and this applies both to the maximum's of the wave packet and to the average tunneling time." @default.
- W3192619366 created "2021-08-16" @default.
- W3192619366 creator A5084392022 @default.
- W3192619366 date "2021-08-06" @default.
- W3192619366 modified "2023-09-26" @default.
- W3192619366 title "Sub-barrier quantum tunneling: eliminating the MacColl-Hartman paradox" @default.
- W3192619366 hasPublicationYear "2021" @default.
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