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Cambridge University Press eBooks

Dissipative coherent tunneling

A. O. Caldeira

Published Mar 20, 2014• 0 citations
Publisher
DOI
10.1017/cbo9781139035439.010

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We study in the presence of dissipation the quantum phenomena of tunneling and especially interference around a Weyl-like or conical potential crossing due to the monopolar Berry gauge phase. It is pertinent to a wide range of physical and quantum chemical phenomena, and we microscopically motivate this model from the effective dynamics of collective degrees of freedom arising from a two-level system coupled to a bosonic bath. Using the instanton approach with symmetry analysis and advanced numerical methods, we are able to investigate the interplay between phase interference and dissipation by resolving the phase diagram of coherent tunneling with respect to the potential bias and dissipation. Under emergent mirror symmetry protection, the coherent tunneling exhibits Kramers degeneracy, nonmonotonic dependence on dissipation and a generic phase transition to no interference, before which an anomalous dissipation-enhanced regime persists.

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Non-Destructive Quantum Topological Sorting and Multiplexing Effect via Non-Hermitian Coherent Tunneling in Continuous Atomic Media 基于连续原子介质非厄米相干隧穿的无损量子拓扑分拣&合束效应 Non-Hermitian Mode Tunneling in Continuous Atomic Media (NSMTE)(N-HMTCAM) 非厄米空间模式隧穿效应 (NSMTE) : 连续原子介质中的非厄米模式隧穿 耗散梯度诱导的普适隧穿法则 Universal Tunneling Law Induced by Dissipation Gradients 耗散梯度诱导的普适隧穿法则 Universal Tunneling Law Induced by Dissipation Gradients

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Dissipative Berry phase effect in quantum tunneling

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The Berry phase effect plays a central role in many mesoscale condensed matter and quantum chemical systems that are naturally under the environmental influence of dissipation. We propose and microscopically derive a prototypical quantum coherent tunneling model around a monopole or conical potential intersection in order to address the intriguing but overlooked interplay between dissipation and the topologically nontrivial Berry phase effect. We adopt the instanton approach with both symmetry analysis and accurate numerical solutions that consistently incorporate nonperturbative dissipation and the Berry phase. It reveals a unique and interesting dissipative quantum interference phenomenon with the Berry phase effect. The phase diagram of this tunneling exhibits Kramers degeneracy, nonmonotonic dependence on dissipation, and a generic dissipation-driven phase transition of quantum interference, before which an unconventional dissipation-enhanced regime of quantum tunneling persists.

arXiv:2004.08986•Physical review. B./Physical review. B•Dec 28, 2020•2 citations
We study in the presence of dissipation the quantum phenomena of tunneling and especially interference around a Weyl-like or conical potential crossing due to the monopolar Berry gauge phase. It is pertinent to a wide range of physical and quantum chemical phenomena, and we microscopically motivate this model from the effective dynamics of collective degrees of freedom arising from a two-level system coupled to a bosonic bath. Using the instanton approach with symmetry analysis and advanced numerical methods, we are able to investigate the interplay between phase interference and dissipation by resolving the phase diagram of coherent tunneling with respect to the potential bias and dissipation. Under emergent mirror symmetry protection, the coherent tunneling exhibits Kramers degeneracy, nonmonotonic dependence on dissipation and a generic phase transition to no interference, before which an anomalous dissipation-enhanced regime persists.
Non-Destructive Quantum Topological Sorting and Multiplexing Effect via Non-Hermitian Coherent Tunneling in Continuous Atomic Media 基于连续原子介质非厄米相干隧穿的无损量子拓扑分拣&合束效应 Non-Hermitian Mode Tunneling in Continuous Atomic Media (NSMTE)(N-HMTCAM) 非厄米空间模式隧穿效应 (NSMTE) : 连续原子介质中的非厄米模式隧穿 耗散梯度诱导的普适隧穿法则 Universal Tunneling Law Induced by Dissipation Gradients 耗散梯度诱导的普适隧穿法则 Universal Tunneling Law Induced by Dissipation Gradients
The Berry phase effect plays a central role in many mesoscale condensed matter and quantum chemical systems that are naturally under the environmental influence of dissipation. We propose and microscopically derive a prototypical quantum coherent tunneling model around a monopole or conical potential intersection in order to address the intriguing but overlooked interplay between dissipation and the topologically nontrivial Berry phase effect. We adopt the instanton approach with both symmetry analysis and accurate numerical solutions that consistently incorporate nonperturbative dissipation and the Berry phase. It reveals a unique and interesting dissipative quantum interference phenomenon with the Berry phase effect. The phase diagram of this tunneling exhibits Kramers degeneracy, nonmonotonic dependence on dissipation, and a generic dissipation-driven phase transition of quantum interference, before which an unconventional dissipation-enhanced regime of quantum tunneling persists.