Abstract

We achieved high visibility first-order subwavelength interference based on light pulse storage and retrieval technique via electromagnetically induced transparency (EIT) effect in a Pr3+:Y2SiO5 crystal. The interference field distribution of a double-slit was first stored in a Pr3+:Y2SiO5 crystal based on EIT effect, and then it was read out by a spatially modulated readout beam. The retrieved output field is proportional to the product of the input interference field of the double-slit and the spatially modulated readout field. High visibility first-order subwavelength interference with an effective wavelength of λ/n, where λ is the wavelength of the input light field and n is any positive integer, can be obtained by designing the spatial modulation structure of the readout field. Experimentally, first-order subwavelength interference with an effective wavelength of λ/3 and a visibility of 67% were demonstrated. Such first-order subwavelength interference has important applications on high resolution optical lithography.

Highlights

  • Optical interferometric effect is of great importance in both fundamental physics and practical applications such as optical lithography and precision measurement[1]

  • Induced transparency effect is a result of destructive quantum interference among multiple atomic transition paths, which provides a powerful way for coherent manipulation on the interacting light fields and the optical properties of the atomic media[22,23,24,25,26,27]

  • Subwavelength interference in high-order optical coherence with an effective wavelength of λ/n was reported for both quantum light sources and classical light sources

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Summary

Introduction

Optical interferometric effect is of great importance in both fundamental physics and practical applications such as optical lithography and precision measurement[1]. Through similar light pulse storage and retrieval procedure to double the spatial frequency of the interference pattern as described above, but replacing the π-phase-shifted double-slit mask with the π-phase-shifted n-slit mask in the optical path of readout beam ER, one can obtain a retrieved output signal field as ES′(x) ∝

Results
Conclusion

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