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Tunneling Flight Time, Chemistry, and Special Relativity
1Chemical Physics Department, Weizmann Institute of Science , 76100 Rehovoth, Israel.
Tunneling time remains unresolved. This study introduces a measurable "tunneling flight time" that vanishes for quantum tunneling, resolving paradoxes with nonrelativistic quantum theory and chemical reactions.
Area of Science:
- Quantum mechanics
- Chemical dynamics
- Atomic physics
Background:
- The concept of tunneling time in quantum mechanics is debated, with different definitions yielding conflicting results.
- A zero tunneling time implies superluminal speeds in nonrelativistic quantum theory, challenging its applicability to tunneling reactions.
- Existing attosecond ionization experiments have not definitively resolved the tunneling time paradox.
Purpose of the Study:
- To define and experimentally measure a new paradigm for tunneling time.
- To resolve the paradoxes associated with zero tunneling time in nonrelativistic quantum theory.
- To clarify the quantum mechanical nature of tunneling processes relevant to chemical reactions.
Main Methods:
- Definition of a novel, experimentally measurable quantity: tunneling flight time.
- Theoretical analysis of scattering through Eckart and square potential barriers.
- Comparison of classical Wigner theory with exact quantum mechanical computations.
Main Results:
- The proposed tunneling flight time vanishes for scattering through Eckart or square barriers, regardless of barrier parameters.
- This vanishing tunneling time generalizes the Hartman effect.
- The study explains why this result does not imply experimental observation of speeds exceeding the speed of light.
- Tunneling is demonstrated to be an incoherent process.
Conclusions:
- The tunneling flight time provides a consistent, measurable definition resolving the quantum tunneling time paradox.
- This framework reconciles tunneling phenomena with nonrelativistic quantum theory, validating its use in quantum dynamics.
- The findings clarify the nature of tunneling in chemical reactions and other quantum processes.
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