2018
DOI: 10.1109/temc.2018.2789998
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Efficient Multiport Equivalent Circuit for Skin and Proximity Effect in Parallel Conductors With Arbitrary Cross Sections

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Cited by 11 publications
(6 citation statements)
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“…According to Equation (3), when the input voltage at the transmitting end is fixed, the received power of the load is mainly affected by the mutual inductance M, the equivalent load, and the internal resistance parameters of the system. When the resonant frequency is increased, the influence of the stray parameters of the coil itself (such as skin effect [27], impedance deviation etc.) will become more apparent.…”
Section: Design and Optimization Of Wireless Power Supply Systemmentioning
confidence: 99%
“…According to Equation (3), when the input voltage at the transmitting end is fixed, the received power of the load is mainly affected by the mutual inductance M, the equivalent load, and the internal resistance parameters of the system. When the resonant frequency is increased, the influence of the stray parameters of the coil itself (such as skin effect [27], impedance deviation etc.) will become more apparent.…”
Section: Design and Optimization Of Wireless Power Supply Systemmentioning
confidence: 99%
“…Avoiding empirical approximation formula, we set up the equivalent circuit model of Fig. 3, similar to the approaches of [39] and [40]: In each turn x of the coil, n f circular conductor filaments of index y, radius r f,xy , height h f,xy within the conductor and rectangular cross section A f,xy carry a current I f,xy and are subject to ohmic losses according to the DC resistance formula [41, p. 755]…”
Section: ) Resistancementioning
confidence: 99%
“…The height h f and width w f of the filaments defined in Fig. 3 have to be smaller than the skin depth δ = √ 2ρ/(µ 0 ω) in order to sufficiently resolve the current distribution within the conductor [40]. Computational efficiency can be enhanced using non-uniform values of h f and w f across the conductors' cross sections [33].…”
Section: ) Resistancementioning
confidence: 99%
“…The knowledge of the charge distribution of a generic geometry of the conductor can allow for a better designing the conductor geometries and for reducing the possibility of occurrence of electrostatic discharge [17]- [19] A typical example is a capacitor considered as two infinite metallic foils separated by a distance d. This idealization of a capacitor does not take into account the intense electric field generated near the edges of the conducting surfaces. The problem of electrostatic forces between two finite-size conductors of different geometries has been investigated in several works [20]- [24]. Recently, in Ref.…”
Section: Introductionmentioning
confidence: 99%