1997Physical Review LettersRequires access

Dissipative Quantum Dynamics with a Lindblad Functional

Shiwu Gao

Open publisher page 113 citations

Abstract

A Lindblad operator is proposed to describe quantum dynamics of an open system with linear dissipation. Its functional form is determined based on the microscopic Caldeira-Leggett model. It yields a new master equation which preserves positive density evolution on short times and approaches equilibrium at high and low temperatures. The new master equation is applied as an example to study the femtosecond dynamics of vibrational relaxation and desorption at a metal surface.

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What this paper is about

A Lindblad operator is proposed to describe quantum dynamics of an open system with linear dissipation. Its functional form is determined based on the microscopic Caldeira-Leggett model. It yields a new master equation which preserves positive density evolution on short times and approaches equilibrium at high and low temperatures. The new master equation is applied as an example to study the femtosecond dynamics of vibrational relaxation and desorption at a metal surface.

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OpenAlex reports 113 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A Lindblad operator is proposed to describe quantum dynamics of an open system with linear dissipation. Its functional form is determined based on the microscopic Caldeira-Leggett model. It yields a new master equation which preserves positive density evolution on short times and approaches equilibrium at high and low temperatures. The new master equation is applied as an example to study the femtosecond dynamics of vibrational relaxation and desorption at a metal surface.

Key concepts: Lindblad equation, Master equation, Dissipative system, Physics, Relaxation (psychology), Quantum master equation, Quantum, Dynamics (music)

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