Giant enhancement and sign inversion of optical Kerr nonlinearity in random high index nanocomposites near Mie resonances

Abstract

High index dielectric nanoantennas excited at Mie-type resonances have exhibited enormous enhancement of optical nonlinearity. Such nanostructures have been actively studied by researchers in the last years. The present work provides the first numerical analysis study of the optical Kerr effect of nanocomposites consisting of high refractive index (GaP) spheres at the wavelength of 532~nm. This is done by means of three-dimensional finite-difference time-domain (FDTD) simulations. The effective nonlinear refractive index of $0.8$~$\mu$m thick nanocomposites and metasurfaces is evaluated. It is shown that the optical Kerr nonlinearity of the nanocomposites rises by orders in proximity to Mie resonances and may exceed the second-order refractive index of the bulk material. It is revealed that the sign of the effective optical Kerr coefficient is inverted near the Mie resonances. This effect may be of interest in developing nonlinear optical metadevices.

8 pages, 7 figures, 2 tables

References in corpus (5)

• Integrated gallium phosphide nonlinear photonics
• Multipolar nonlinear nanophotonics
• Retrieving nonlinear refractive index of nanocomposites using finite-difference time-domain simulations
• Negative refractive index induced by percolation in disordered metamaterials
• Optical Kerr nonlinearity of disordered all-dielectric resonant high index metasurfaces with negative refraction

Cited by in corpus (4)

• Optical Kerr nonlinearity of dielectric nanohole array metasurface in proximity to anapole state
• Optical Kerr nonlinearity of arrays of all-dielectric high index nanodisks in the vicinity of the anapole state
• Optical Kerr nonlinearity of dielectric nanohole array metasurfaces with different hole shapes near the anapole state
• Enhanced Optical Kerr Effect in Metasurfaces Featuring Arrays of Rotated Rectangular Holes via Trapped-Mode Resonances