Optimal shortcuts of Stimulated Raman Adiabatic Passage in the presence of dissipation

Abstract

We use optimal control theory to obtain shortcuts to adiabaticity which maximize population transfer in a three-level STIRAP system, for a given finite duration of the process and specified dissipation rate at the intermediate state. We fix the sum of the intensities of the pump and Stokes pulses and use the mixing angle as the sole control variable. We determine the optimal variation of this angle and reveal the role of singular arc in the optimal trajectory, in order to minimize the effect of dissipation.

An early version of the published article below

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Cited by in corpus (8)

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• Time-optimal state transfer for an open qubit
• Quantum Decomposition Algorithm For Master Equations of Stochastic Processes: The Damped Spin Case
• Adiabatic manipulation of a system interacting with a spin-bath
• Rapid transform optimisation strategy for decoherence-protected quantum register in diamond