FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2802793848> ?p ?o ?g. }

• W2802793848 endingPage "183" @default.
• W2802793848 startingPage "167" @default.
• W2802793848 abstract "The quantum–classical transition of wave packet barrier scattering is investigated using a hydrodynamic description in the framework of a nonlinear Schrödinger equation. The nonlinear equation provides a continuous description for the quantum–classical transition of physical systems by introducing a degree of quantumness. Based on the transition equation, the transition trajectory formalism is developed to establish the connection between classical and quantum trajectories. The quantum–classical transition is then analyzed for the scattering of a Gaussian wave packet from an Eckart barrier and the decay of a metastable state. Computational results for the evolution of the wave packet and the transmission probabilities indicate that classical results are recovered when the degree of quantumness tends to zero. Classical trajectories are in excellent agreement with the transition trajectories in the classical limit, except in some regions where transition trajectories cannot cross because of the single-valuedness of the transition wave function. As the computational results demonstrate, the process that the Planck constant tends to zero is equivalent to the gradual removal of quantum effects originating from the quantum potential. This study provides an insightful trajectory interpretation for the quantum–classical transition of wave packet barrier scattering." @default.
• W2802793848 created "2018-05-17" @default.
• W2802793848 creator A5011065266 @default.
• W2802793848 date "2018-06-01" @default.
• W2802793848 modified "2023-09-26" @default.
• W2802793848 title "Trajectory-based understanding of the quantum–classical transition for barrier scattering" @default.
• W2802793848 cites W1087963317 @default.
• W2802793848 cites W1527617228 @default.
• W2802793848 cites W1625147614 @default.
• W2802793848 cites W1967097600 @default.
• W2802793848 cites W1970982878 @default.
• W2802793848 cites W1973309867 @default.
• W2802793848 cites W1973729135 @default.
• W2802793848 cites W1976775585 @default.
• W2802793848 cites W1979290367 @default.
• W2802793848 cites W1980151317 @default.
• W2802793848 cites W1981126137 @default.
• W2802793848 cites W1981895320 @default.
• W2802793848 cites W1986749240 @default.
• W2802793848 cites W2003618493 @default.
• W2802793848 cites W2006732767 @default.
• W2802793848 cites W2007274640 @default.
• W2802793848 cites W2010468266 @default.
• W2802793848 cites W2011508391 @default.
• W2802793848 cites W2013027410 @default.
• W2802793848 cites W2015030973 @default.
• W2802793848 cites W2022885262 @default.
• W2802793848 cites W2023945915 @default.
• W2802793848 cites W2026993636 @default.
• W2802793848 cites W2028382643 @default.
• W2802793848 cites W2029251275 @default.
• W2802793848 cites W2033788647 @default.
• W2802793848 cites W2035958700 @default.
• W2802793848 cites W2040251945 @default.
• W2802793848 cites W2040383071 @default.
• W2802793848 cites W2041648139 @default.
• W2802793848 cites W2044756742 @default.
• W2802793848 cites W2045914886 @default.
• W2802793848 cites W2048460907 @default.
• W2802793848 cites W2048523292 @default.
• W2802793848 cites W2048932711 @default.
• W2802793848 cites W2056023998 @default.
• W2802793848 cites W2057039633 @default.
• W2802793848 cites W2060543242 @default.
• W2802793848 cites W2062142622 @default.
• W2802793848 cites W2062536310 @default.
• W2802793848 cites W2065825828 @default.
• W2802793848 cites W2081231891 @default.
• W2802793848 cites W2081962737 @default.
• W2802793848 cites W2082343434 @default.
• W2802793848 cites W2085671729 @default.
• W2802793848 cites W2086585772 @default.
• W2802793848 cites W2086774980 @default.
• W2802793848 cites W2090253558 @default.
• W2802793848 cites W2093178889 @default.
• W2802793848 cites W2099770169 @default.
• W2802793848 cites W2160419734 @default.
• W2802793848 cites W2162086380 @default.
• W2802793848 cites W2229076839 @default.
• W2802793848 cites W2315670150 @default.
• W2802793848 cites W2325936509 @default.
• W2802793848 cites W2329455451 @default.
• W2802793848 cites W2417294333 @default.
• W2802793848 cites W2422343552 @default.
• W2802793848 cites W2501969759 @default.
• W2802793848 cites W2505666180 @default.
• W2802793848 cites W2564053058 @default.
• W2802793848 cites W2576495556 @default.
• W2802793848 cites W2578262755 @default.
• W2802793848 cites W2592620425 @default.
• W2802793848 cites W2750202050 @default.
• W2802793848 cites W3098617337 @default.
• W2802793848 cites W3099131016 @default.
• W2802793848 cites W3099765906 @default.
• W2802793848 cites W3102076608 @default.
• W2802793848 cites W3104336247 @default.
• W2802793848 cites W3104346895 @default.
• W2802793848 cites W3106179733 @default.
• W2802793848 cites W368590187 @default.
• W2802793848 cites W4233628425 @default.
• W2802793848 cites W4245298156 @default.
• W2802793848 cites W4249821837 @default.
• W2802793848 cites W2072260434 @default.
• W2802793848 doi "https://doi.org/10.1016/j.aop.2018.04.017" @default.
• W2802793848 hasPublicationYear "2018" @default.
• W2802793848 type Work @default.
• W2802793848 sameAs 2802793848 @default.
• W2802793848 citedByCount "6" @default.
• W2802793848 countsByYear W28027938482018 @default.
• W2802793848 countsByYear W28027938482020 @default.
• W2802793848 countsByYear W28027938482021 @default.
• W2802793848 countsByYear W28027938482022 @default.
• W2802793848 countsByYear W28027938482023 @default.
• W2802793848 crossrefType "journal-article" @default.
• W2802793848 hasAuthorship W2802793848A5011065266 @default.
• W2802793848 hasConcept C106978608 @default.
• W2802793848 hasConcept C113603373 @default.
• W2802793848 hasConcept C121332964 @default.

• next