Journal of Applied Physics · 2015 · 23 citations · 30 references
EngineeringElectrical EngineeringElectromagneticsElectromagnetismMagnetic MaterialsElectromagnetic EnergyElectron Spin Resonance SpectroscopyMicrowave ResonatorsPeriodic Electromagnetic StructuresResonant CircuitsWireless Power TransferCoupling CoefficientDispersion RelationsMagnetic ResonanceMagnetic Resonant CouplingMetamaterialsResonant Power TransferResonator CouplingResonator Modes
The theory and operation of various devices and systems, such as wireless power transfer via magnetic resonant coupling, magneto-inductive wave devices, magnetic resonance spectroscopy probes, and metamaterials can rely on coupled tuned resonators. The coupling strength is usually expressed in terms of the coupling coefficient κ, which can have electrical κE and/or magnetic κM components. In the current article, general expressions of κ are derived. The relation between the complex Poynting equation in its microscopic form and κ is made and discussed in detail. It is shown that κ can be expressed in terms of the interaction energy between the resonators' modes. It thus provides a general form that combines the magnetic and electric components of κ. The expressions make it possible to estimate the frequencies and fields of the coupled modes for arbitrarily oriented and spaced resonators. Thus, enabling the calculation of system specific parameters such as the transfer efficiency of wireless power transfer systems, resonator efficiency for electron spin resonance probes, and dispersion relations of magneto-inductive and stereo-metamaterials structures.
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Wireless Power Transfer via Strongly Coupled Magnetic Resonances
André Kurs, Aristeidis Karalis, Robert Moffatt et al. · Science · 2007 · 5.5K citations · Full text
H. A. Haus, Wenxin Huang · Proceedings of the IEEE · 1991 · 949 citations