Aufsatz
Time Operator, Real Tunneling Time in Strong Field Interaction and the Attoclock
Zusammenfassung
Attosecond science, beyond its importance from application point of view, is of a fundamental interest in physics. The measurement of tunneling time in attosecond experiments offers a fruitful opportunity to understand the role of time in quantum mechanics. In the present work, we show that our real T-time relation derived in earlier works can be derived from an observable or a time operator, which obeys an ordinary commutation relation. Moreover, we show that our real T-time can also be constructed, inter alia, from the well-known Aharonov–Bohm time operator. This shows that the specific form of the time operator is not decisive, and dynamical time operators relate identically to the intrinsic time of the system. It contrasts the famous Pauli theorem, and confirms the fact that time is an observable, i.e., the existence of time operator and that the time is not a parameter in quantum mechanics. Furthermore, we discuss the relations with different types of tunneling times, such as Eisenbud–Wigner time, dwell time, and the statistically or probabilistic defined tunneling time. We conclude with the hotly debated interpretation of the attoclock measurement and the advantage of the real T-time picture versus the imaginary one.
Zitierform
In: Quantum reports Volume 2 / Issue 2 (2020-04-07) , S. (233-252); 15 ; EISSN 2624-960XFörderhinweis
Gefördert durch den Publikationsfonds der Universität KasselZitieren
@article{doi:10.17170/kobra-202004151149,
author={Kullie, Ossama},
title={Time Operator, Real Tunneling Time in Strong Field Interaction and the Attoclock},
journal={Quantum reports},
year={2020}
}
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2020-05-14T14:44:10Z 2020-05-14T14:44:10Z 2020-04-07 doi:10.17170/kobra-202004151149 http://hdl.handle.net/123456789/11556 Gefördert durch den Publikationsfonds der Universität Kassel eng Namensnennung 4.0 International http://creativecommons.org/licenses/by/4.0/ ultrafast science attosecond physics tunneling time attoclock time-energy uncertainty relation time and time-operator in quantum mechanics Aharonov-Bohm time operator Fujiwara-Kobe time operator Eisenbud-Wigner time dwell time 530 Time Operator, Real Tunneling Time in Strong Field Interaction and the Attoclock Aufsatz Attosecond science, beyond its importance from application point of view, is of a fundamental interest in physics. The measurement of tunneling time in attosecond experiments offers a fruitful opportunity to understand the role of time in quantum mechanics. In the present work, we show that our real T-time relation derived in earlier works can be derived from an observable or a time operator, which obeys an ordinary commutation relation. Moreover, we show that our real T-time can also be constructed, inter alia, from the well-known Aharonov–Bohm time operator. This shows that the specific form of the time operator is not decisive, and dynamical time operators relate identically to the intrinsic time of the system. It contrasts the famous Pauli theorem, and confirms the fact that time is an observable, i.e., the existence of time operator and that the time is not a parameter in quantum mechanics. Furthermore, we discuss the relations with different types of tunneling times, such as Eisenbud–Wigner time, dwell time, and the statistically or probabilistic defined tunneling time. We conclude with the hotly debated interpretation of the attoclock measurement and the advantage of the real T-time picture versus the imaginary one. open access Kullie, Ossama doi:10.3390/quantum2020015 Kurzzeitphysik Tunneleffekt Zeitbereich Verweilzeit publishedVersion EISSN 2624-960X Issue 2 Quantum reports (233-252); 15 Volume 2 false
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