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Geometric phase with full-wedge and half-wedge rotation in nonlinear frequency conversion

Feiyan Zhao, Jiantao Lü, Hexiang He, Yangui Zhou, Shenhe Fu, Yongyao Li

2021Optics Express19 citationsDOIOpen Access PDF

Abstract

nonlinear crystal rotate along a closed path, geometric phase will be generated in the signal and idler waves that participate in the nonlinear frequency conversion. In this paper, we study two rotation schemes, full-wedge rotation and half-wedge rotation, of the QPM parameters in the process of fully nonlinear three-wave mixing. These two schemes can effectively suppress the uncertainty in creating the geometric phase in the nonlinear frequency conversion process when the intensity of the pump is depleted. The finding of this paper provides an avenue toward constant control of the geometric phase in nonlinear optics applications and quantum information processing.

Topics & Concepts

Nonlinear systemOpticsRotation (mathematics)Sum-frequency generationPhysicsNonlinear opticsGeometric phasePhase (matter)Quasi-phase-matchingSIGNAL (programming language)Geometrical opticsPhase matchingNonlinear mediumSpatial frequencyPhase conjugationQuantum opticsFrequency conversionMathematical analysisCross-polarized wave generationProcess (computing)Crystal (programming language)Signal processingLaserMatching (statistics)Geometric shapeQuantumIntensity (physics)Crystal opticsPhase modulationPulse shapingClassical mechanicsPhysical opticsPhotorefractive and Nonlinear OpticsQuantum optics and atomic interactionsQuantum Mechanics and Non-Hermitian Physics
Geometric phase with full-wedge and half-wedge rotation in nonlinear frequency conversion | Litcius