Results 271 to 280 of about 13,605 (300)
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Nanoscale double asymmetric split ring resonators
SPIE Proceedings, 2011Double asymmetric split ring resonators (DA-SRRs) are composed of four separate asymmetric metallic arcs that share the same centre-of-curvature. These four arcs interact to produce very steep slopes in the reflection spectrum and also increase the number of trapped modes.
Lahiri, Basudev +4 more
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Controlling the Bandwidth of Split Ring Resonators
IEEE Microwave and Wireless Components Letters, 2008A method to control the half-power relative band- widths of split ring resonators (SRRs) coupled to a transmission-line system is presented. An equivalent circuit model is proposed to analyze the main factors that effect the relative band- widths of SRRs. Based on the analysis, we propose an efficient way to control the relative bandwidth of SRR, which
null Xian Qi Lin, null Tie Jun Cui
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An interdigitated split‐ring resonator for metamaterials
Microwave and Optical Technology Letters, 2010AbstractAn interdigitated split‐ring resonator is proposed and obtains negative permittivity (εr), magnetic permeability (μr), and negative refractive index (n) over a narrow frequency band. This article demonstrates that the proposed structure has a linear frequency response the geometry of the structure and small planar resonators for low frequency ...
Sung‐Min Sohn +2 more
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Light-controllable split-ring resonators
2012 42nd European Microwave Conference, 2012The paper presents a new approach for designing electromagnetic metamaterials which can be controlled by an external light source. The design of light-tunable split-ring resonators loaded by a varactor diode and biased by a photodiode operating in photovoltaic mode is proposed.
Polina V. Kapitanova +4 more
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Spectroscopy of Individual Split-Ring Resonators
Frontiers in Optics 2008/Laser Science XXIV/Plasmonics and Metamaterials/Optical Fabrication and Testing, 2008We measure the absolute extinction cross-section spectrum of the magnetic resonance of individual split-ring resonators by a modulation technique. The experimental data are in excellent agreement with numerical calculations.
Husnik, M. +7 more
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Analysis of hexagonal Split Ring Resonator
2016 Progress in Electromagnetic Research Symposium (PIERS), 2016Split Ring Resonator (SRR) is found to be an effective filter at microwave frequencies. Different geometries of SRR can be designed to provide filter characteristics in frequency spectrum. In this paper a novel hexagonal SRR which provides band pass characteristics is presented.
Neema C. Babu, Sreedevi K. Menon
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Split-ring resonators and localized modes
Physical Review B, 2004The paper presents asymptotic analysis of an eigenvalue problem for the Helmholtz operator in a periodic structure involving split-ring resonators [originally proposed in J. B. Pendry et al., IEEE Trans. Microwave Theory Tech. 47, 2075 (1999)]. The eigensolutions are sought in the form of Bloch waves.
A. B. Movchan, S. Guenneau
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The polarizability matrix of split-ring resonators
Moscow University Physics Bulletin, 2011The resonance behavior of electric and magnetic dipole moment amplitudes that are induced in metallic nanoparticles by the scattering of incident light was obtained by numerical simulation. For a split-ring resonator a full set of polarizability matrix components, including magnetoelectric coupling parameters (bianisotropy), were calculated.
Y. E. Terekhov +2 more
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Supershaped complementary split-ring resonators
2017 USNC-URSI Radio Science Meeting (Joint with AP-S Symposium), 2017This paper investigates the possibility of using complementary split ring resonators based on Gielis transformation as basic elements for the design of microwave filters implemented in planar technology. From the electromagnetic simulation of these structures, suitable equivalent circuit models are extracted and analyzed.
Martinez-Duenas, E. Rubio +2 more
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Coupling Between Split-Ring Resonators
AIP Conference Proceedings, 2009Numerical methods have become invaluable tools for research in the field of photonics and plasmonics. The Discontinuous Galerkin Time‐Domain (DGTD) method, complemented by numerous extensions, allows us to solve Maxwell’s equations on unstructured grids while maintaining an efficient, explicit time‐stepping scheme.
Michael König +4 more
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