2002
DOI: 10.1063/1.1510945
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Magnetoinductive waves in one, two, and three dimensions

Abstract: The propagation of waves supported by capacitively loaded loops is investigated using a circuit model in which each loop is coupled magnetically to a number of other loops. Since the coupling is due to induced voltages the waves are referred to as magnetoinductive (MI) waves. The mathematical formulations are mostly analytical thanks to long standing previous work on the magnetic and electric fields generated by currents flowing in loops. Retardation is neglected, i.e., dimensions of the structure are assumed … Show more

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Cited by 355 publications
(302 citation statements)
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“…We attribute the observed size-dependent resonant response of the coherent metamaterial to the existence of strong interactions between the meta-molecules mediated by magneto-inductive surface waves [7]. It follows from symmetry arguments that magnetic dipoles coherently oscillating perpendicular to the plane of an infinite (or very large) regular array can re-radiate only in its plane, which ensures very low scattering losses and therefore a high Q-factor of the system.…”
mentioning
confidence: 95%
“…We attribute the observed size-dependent resonant response of the coherent metamaterial to the existence of strong interactions between the meta-molecules mediated by magneto-inductive surface waves [7]. It follows from symmetry arguments that magnetic dipoles coherently oscillating perpendicular to the plane of an infinite (or very large) regular array can re-radiate only in its plane, which ensures very low scattering losses and therefore a high Q-factor of the system.…”
mentioning
confidence: 95%
“…Indeed, MP resonance has been already applied to a one-dimensional sub-wavelength waveguide in the microwave range [55][56][57]. Shamonina et al proposed a propagation of waves supported by capacitively loaded loops using a circuit model in which each loop is coupled magnetically to a number of other loops [55].…”
Section: Coherent Collective Waves In One-dimensional Meta-chainsmentioning
confidence: 99%
“…Shamonina et al proposed a propagation of waves supported by capacitively loaded loops using a circuit model in which each loop is coupled magnetically to a number of other loops [55]. Since the coupling is due to induced voltages, the waves are referred to as magneto-inductive waves (MI).…”
Section: Coherent Collective Waves In One-dimensional Meta-chainsmentioning
confidence: 99%
“…11͒: while with the realistic losses the shifted sources can be well resolved, the patterns at low loss are not comprehensive and could not be improved even by frequency variation. This is a consequence of numerous magnetoinductive excitations ͑spatial resonances͒ across the lens structure 25,26 which are favored by low dissipation and relatively small size of the entire lens. This leads to various standing wave patterns which depend on frequency and coil parameters.…”
Section: B Spatial Resolution Of the Lensmentioning
confidence: 99%