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Suat Barış İplikçioğlu

Publications and source records attributed to Suat Barış İplikçioğlu.

2 recordsLinked to original sources

Temporal metamaterials with passive switching as impedance-matched absorbers

Recent experiments on temporal reflection in transmission line metamaterials and theoretical treatments of dispersive time-varying media have established the fundamental role of modulation mechanisms on the interface conditions, underpinning the introduction of passive photonic time crystals with stable momentum band gaps. Drawing from these concepts, it is shown that temporal metamaterials with simultaneous passive permittivity and permeability switching exhibit wideband absorption with impedance-matching, effectively behaving as one-dimensional perfectly matched layers. Under the effective medium theory, the loss mechanism is attributed to the emergent effective electric and magnetic conductivities, which are used to derive an approximate matching condition for asynchronous modulation and to engineer lossy material properties. The proposed approach and its performance beyond the Rozanov bound are verified with semi-analytical calculations as well as full-wave simulations, and the limits on realizing a two-dimensional temporal perfectly matched layer are theoretically evaluated.

physics.optics↗

Analytical modeling of time-varying and dispersive metasurfaces with surface susceptibility operators

With the advent of new fabrication technologies, time-varying metasurfaces have emerged as novel platforms for exotic waveform shaping in microwaves and optics, providing an additional degree of freedom to design dynamically controllable and reconfigurable scatterers. Nevertheless, inherent structural properties and material dispersion significantly complicates the computational analysis of such time-varying structures, highlighting the importance of efficient and intuitive analytical approaches that are generalizable to a wide class of meta-atom topologies and temporal modulation profiles. In this work, surface susceptibilities under generalized sheet transition conditions (GSTCs), widely used to model metasurfaces, are extended to a compact and tractable operator form for the frequency-domain analysis of metasurfaces with arbitrary temporal modulation and material dispersion. By virtue of this formalism, we derive the time-variant versions of simple surface susceptibility formulas for periodic arrays of freestanding and substrated dipolar scatterers through the use of appropriate polarizabilities. The applicability of the proposed approach to the characterization of reflective and transmissive properties of pulsed and Floquet metasurfaces is demonstrated, and verified against full-wave simulations.

physics.optics↗