Mutual manipulation between a dark soliton and an Airy pulse at the optical event horizon

In a harmonic potential, the propagation properties of self-accelerating sinh-Gaussian and cosh-Gaussian wave packets are investigated. Analytical results from a (3+1)-dimensional evolution equation are derived. Changing the distribution factor allows these wave packets to present different forms, including dipoles, elliptic vortex, hollow rings, horizontal figure eight, and elliptic Gaussian. These spatiotemporal wave packets rotate periodically, and the period depends on the potential depth. Their shapes are strongly determined by the distribution factor and the cross-phase factor while propagating. Further, the wave packets with negative chirp parameters can reverse their self-accelerating direction. We also investigate these wave packets’ energy flow and angular moment density to explore their dynamic rotating features. The spatiotemporal self-accelerating sinh-Gaussian and cosh-Gaussian wave packets have distinctive characteristics, which may provide a novel platform for the realization of joint control of the optical field in the spatiotemporal domain.

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Mutual manipulation between a dark soliton and an Airy pulse at the optical event horizon

Cited by 4 publications

References 37 publications

Rethinking deep learning for supercontinuum: Efficient modeling based on integrated and compressed networks

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Controllable multi-soliton spectral tunneling by airy pulses in photonic crystal fiber

Propagation dynamics of (3+1)-dimensional self-accelerating sinh-Gaussian and cosh-Gaussian wave packets in a harmonic potential

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