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Ivan Moreno

Publications and source records attributed to Ivan Moreno.

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Aperiodic metalenses: intrinsically near-achromatic visible focusing with identical nanocylinders

Conventional metalenses control light by varying meta-atom geometry, a design strategy that inherently couples phase modulation to structural dimensions and exacerbates chromatic dispersion. Here, we break this paradigm by decoupling phase control from meta-atom geometry. We introduce an aperiodic metalens architecture composed exclusively of structurally identical dielectric nanorods, where full 2-pi phase coverage is achieved solely through local periodicity modulation (i.e., by varying the spacing between adjacent nanorods). We theoretically demonstrate that this geometric invariance yields a linear effective-refractive-index scaling that intrinsically satisfies the dispersive condition required for near-achromatic focusing. Operating in the visible spectrum, we evaluate our polarization-insensitive aperiodic designs across four distinct scenarios: moderate and high numerical aperture configurations (0.4 and 0.8), large scalable apertures, and different constituent materials (Si and TiO2). In all cases, the geometric invariance reveals a passive suppression of dispersive chromatic aberration. Compared with conventional size-variant designs, our aperiodic approach reduces the longitudinal chromatic focal shift by nearly 42% (Si) and 66% (TiO2) at moderate numerical apertures, consistently yielding tighter, near-diffraction-limited focal spots. Furthermore, transitioning to a low-loss TiO2 platform raises the peak focusing efficiency to near 60% while maintaining superior spectral stability. By relying on a fully deterministic analytical formulation and a single, potentially fabrication-tolerant nanostructural building block, this approach offers a highly simplified and scalable route toward next-generation broadband metasurfaces.

physics.optics

Light-emitting diode spherical packages: an equation for the light transmission efficiency

Virtually all light-emitting diodes (LEDs) are encapsulated with a transparent epoxy or silicone-gel. In this paper we analyze the optical efficiency of spherical encapsulants. We develop a quasi-radiometric equation for the light transmission efficiency, which incorporates some ideas of Monte-Carlo ray tracing into the context of radiometry. The approach includes the extended source nature of the LED chip, and the chip radiance distribution. The equation is an explicit function of the size and the refractive index of the package, and also of several chip parameters such as shape, size, radiance, and location inside the package. To illustrate the use of this equation, we analyze several packaging configurations of practical interest; for example, a hemispherical dome with multiple chips, a flat encapsulation as a special case of the spherical package, and approximate calculations of an encapsulant with a photonic crystal LED or with a photonic quasi crystal LED. These calculations are compared with Monte-Carlo ray-tracing, giving almost identical values.

physics.optics