77 research outputs found
Realization of reflectionless potentials in photonic lattices
We realize experimentally a true reflectionless potential, which facilitates nonresonant unity transmission for all incident waves and at the same time supports localized modes. We utilize arrays of evanescently coupled optical waveguides, where a particular modulation of the transverse waveguide separations provides a physical realization of reflectionless Ablowitz-Ladik soliton potentials
Observation of defect-free surface modes in optical waveguide arrays
We report on the experimental observation of novel defect-free surface modes predicted theoretically for modulated photonic lattices [I. L. Garanovich et al., Phys. Rev. Lett. 100, 203904 (2008)]. We generate the linear surface modes in truncated arrays of periodically curved optical waveguides created in fused silica by a laser direct-writing technique. Our results demonstrate that the degree of surface wave localization can be controlled by selecting the waveguide bending amplitude
Geometric potential and transport in photonic topological crystals
We report on the experimental realization of an optical analogue of a quantum
geometric potential for light wave packets constrained on thin dielectric
guiding layers fabricated in silica by the femtosecond laser writing
technology. We further demonstrate the optical version of a topological
crystal, with the observation of Bloch oscillations and Zener tunneling of
purely geometric nature
The random mass Dirac model and long-range correlations on an integrated optical platform
Long-range correlation-the non-local interdependence of distant events-is a crucial feature in many natural and artificial environments. In the context of solid state physics, impurity spins in doped spin chains and ladders with antiferromagnetic interaction are a prominent manifestation of this phenomenon, which is the physical origin of the unusual magnetic and thermodynamic properties of these materials. It turns out that such systems are described by a one-dimensional Dirac equation for a relativistic fermion with random mass. Here we present an optical configuration, which implements this one-dimensional random mass Dirac equation on a chip. On this platform, we provide a miniaturized optical test-bed for the physics of Dirac fermions with variable mass, as well as of antiferromagnetic spin systems. Moreover, our data suggest the occurence of long-range correlations in an integrated optical device, despite the exclusively short-ranged interactions between the constituting channels
Mobility transition from ballistic to diffusive transport in non-Hermitian lattices
Within all physical disciplines, it is accepted that wave transport is predetermined by the existence of disorder. In this vein, it is known that ballistic transport is possible only when a structure is ordered, and that disorder is crucial for diffusion or (Anderson-)localization to occur. As this commonly accepted picture is based on the very foundations of quantum mechanics where Hermiticity of the Hamiltonian is naturally assumed, the question arises whether these concepts of transport hold true within the more general context of non-Hermitian systems. Here we demonstrate theoretically and experimentally that in ordered time-independent PT-symmetric systems, which are symmetric under space-time reflection, wave transport can undergo a sudden change from ballistic to diffusive after a specific point in time. This transition as well as the diffusive transport in general is impossible in Hermitian systems in the absence of disorder. In contrast, we find that this transition depends only on the degree of dissipation
Mobility transition from ballistic to diffusive transport in non-Hermitian lattices
Within all physical disciplines, it is accepted that wave transport is predetermined by the existence of disorder. In this vein, it is known that ballistic transport is possible only when a structure is ordered, and that disorder is crucial for diffusion or (Anderson-)localization to occur. As this commonly accepted picture is based on the very foundations of quantum mechanics where Hermiticity of the Hamiltonian is naturally assumed, the question arises whether these concepts of transport hold true within the more general context of non-Hermitian systems. Here we demonstrate theoretically and experimentally that in ordered time-independent PT-symmetric systems, which are symmetric under space-time reflection, wave transport can undergo a sudden change from ballistic to diffusive after a specific point in time. This transition as well as the diffusive transport in general is impossible in Hermitian systems in the absence of disorder. In contrast, we find that this transition depends only on the degree of dissipation
Observation of localized modes at phase slips in two-dimensional photonic lattices
We study experimentally light localization at phase-slip waveguides and at
the intersection of phase-slips in a two-dimensional (2D) square photonic
lattice. Such system allows to observe a variety of effects, including the
existence of spatially localized modes for low powers, the generation of
strongly localized states in the form of discrete bulk and surface solitons, as
well as a crossover between one-dimensional (1D) and 2D localization.Comment: 4 double-column pages, 6 figures, submitted for publicatio
Classical analogue of displaced Fock states and quantum correlations in Glauber-Fock photonic lattices
Coherent states and their generalisations, displaced Fock states, are of
fundamental importance to quantum optics. Here we present a direct observation
of a classical analogue for the emergence of these states from the eigenstates
of the harmonic oscillator. To this end, the light propagation in a
Glauber-Fock waveguide lattice serves as equivalent for the displacement of
Fock states in phase space. Theoretical calculations and analogue classical
experiments show that the square-root distribution of the coupling parameter in
such lattices supports a new family of intriguing quantum correlations not
encountered in uniform arrays. Due to the broken shift-invariance of the
lattice, these correlations strongly depend on the transverse position.
Consequently, quantum random walks with this extra degree of freedom may be
realised in Glauber-Fock lattices.Comment: 5 pages, 4 figure
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