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Europhysics Letters (EPL)

Interaction between helical phase and Kerr nonlinear phase in vortex four- and six-wave mixing

Zhiguo Wang, Yanyong Sun, Abdul Rasheed Mahesar, Yanpeng Zhang

Published Dec 5, 2018• 1 citation
Publisher

Abstract

We analyze the properties of vortex probe transmission signal (PTS), four-wave mixing (FWM) and six-wave mixing (SWM) via photonic band gap in an atomic ensemble with different topological charge ( ). We demonstrate the transfer of orbital angular momentum (OAM) from probe to SWM in experiment. We show that the shapes of vortex SWM and FWM spots intensity have been manipulated by the interaction, which can be modulated by the detuning and topological charge of related fields, between helical phase and nonlinear phase. Due to the stronger interaction, the shape of vortex FWM and SWM with m = 2, m = 3 are strongly destroyed compared to m = 1. Such results could have potential applications in logical gates for quantum computation.

DOI
10.1209/0295-5075/124/34004

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Abstract We experimentally observe the interference patterns of vortex probe transmission signal (PTS) and vortex four-wave mixing (FWM). By changing the difference in the divergences of two optical beams, the spiral interference patterns of the probe beam and the reference Gaussian probe beam can be obtained. It is found that in the interference patterns of vortex PTS, the shifting of the fork can be regulated by blocking different dressing fields and tuning the probe frequency. When the two-photon resonance condition is satisfied, the shift of the fork is the weakest since the strongest probe field intensity induces the weak nonlinear phase shift. In addition, we realize that the relationship between the intensities of the vortex FWM signal and the probe field is not monotonic, because both the intensity of probe field and the dressing effect will affect the intensity of the vortex FWM signal. We also find that the spatial modulations including shifting and splitting are also regulated by the intensity of the probe field and the coupling field. Here, the explanation of these phenomena is presented by the transition of the nonlinear refraction index. Finally, we realize that the singularity overlap or separation between the linear probe and the third-order vortex FWM will lead to the change of fork quantity. Our research is helpful to understand and manipulate optical vortices and can be widely used in quantum computation and communication.