2015 IEEE International Symposium on Circuits and Systems (ISCAS) 2015
DOI: 10.1109/iscas.2015.7168727
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Relay effects in multiple-node Resonant Inductive Coupling Wireless Power Transfer systems

Abstract: Resonant Inductive Coupling Wireless Power Transfer is a key technology to provide an efficient and harmless wireless energy channel to consumer electronics, biomedical implants and wireless sensor networks. However, current applications are limited to point-to-point links and do not explore the capabilities of Multi-Node Resonant Inductive Coupling Wireless Power Transfer Systems. In such a system, the multi-path relaying effect between different nodes could effectively improve the performance of the link in … Show more

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Cited by 3 publications
(5 citation statements)
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“…Although an approximation, it is suitable for providing an accurate description of resonant, near-field WPT systems and is particularly useful for providing a general, theoretical framework [16]. It is noted that under steady-state, resonant conditions, it is equivalent to Circuit Theory (CT) [17]. Indeed, CT is needed to provide the physical context that is necessary for a CMT formulation of near-field WPT.…”
Section: Theorymentioning
confidence: 99%
See 2 more Smart Citations
“…Although an approximation, it is suitable for providing an accurate description of resonant, near-field WPT systems and is particularly useful for providing a general, theoretical framework [16]. It is noted that under steady-state, resonant conditions, it is equivalent to Circuit Theory (CT) [17]. Indeed, CT is needed to provide the physical context that is necessary for a CMT formulation of near-field WPT.…”
Section: Theorymentioning
confidence: 99%
“…This was performed using the MATLAB imped function found in [22] (p. 1011), which uses 16-point Gauss-Legendre numerical integration to calculate the mutual impedance between two dipoles by specifying their length and separation distance, with both quantities normalised with respect to the operating wavelength. In [17], it was shown that CMT is equivalent to CT under steady-state, resonant conditions and that it is possible to express the CMT equations in terms of CT variables. Using the analysis presented by both Bou [17] and Awai et al [23], it is possible to express the figure of merit of an arbitrarily-coupled system in terms of a mutual impedance Z m existing between a coupled transmitter and receiver and their equivalent loss resistances, R T and R R , respectively, as:…”
Section: Dipolesmentioning
confidence: 99%
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“…In this article, we propose a setup composed of two magnetically coupled coils that work in resonance, which are modeled and simulated using lumped circuit theory [7] and implemented in the Python language. The circuit, which was also physically built, resembles an AC transformer powered by a symmetric quadradic voltage source deployed out of a half-bridge circuit [8].…”
Section: Introductionmentioning
confidence: 99%
“…Transfer systems [100] • Unveiling nonlinear dynamics in resonant inductively coupled wireless power transfer [101] 8.5 Patents…”
Section: Publicationsmentioning
confidence: 99%