2021
DOI: 10.3390/electronics10060723
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Gain Expressions for Capacitive Wireless Power Transfer with One Electric Field Repeater

Abstract: In this paper, the use of a repeater element between the transmitter and the receiver of a capacitive wireless power transfer system for achieving larger transfer distances is analyzed. A network formalism is adopted and the performance described by using the three power gains usually adopted in the context of two-port active networks. The analytical expressions of the gains as function of the network elements are derived. Assuming that the parameters of the link are given and fixed, including the coupling fac… Show more

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Cited by 4 publications
(18 citation statements)
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“…For larger distances, more repeaters can be added. Each repeater segment introduces additional power losses, thus maintaining efficiency forms the main challenge [ 100 , 101 ]. Similar to the magnetic field repeater, the formulas for the overall efficiency can be derived by using an equivalent scheme for the capacitive coupler.…”
Section: Range Power and Efficiency-increasing Technologiesmentioning
confidence: 99%
“…For larger distances, more repeaters can be added. Each repeater segment introduces additional power losses, thus maintaining efficiency forms the main challenge [ 100 , 101 ]. Similar to the magnetic field repeater, the formulas for the overall efficiency can be derived by using an equivalent scheme for the capacitive coupler.…”
Section: Range Power and Efficiency-increasing Technologiesmentioning
confidence: 99%
“…The power gain G P or system efficiency is defined as the ratio of the power dissipated in the load to the power that the generator delivers to the two-port network. It can be expressed as function of the elements of the admittance matrix Y of the two-port network [6]:…”
Section: Power Gainmentioning
confidence: 99%
“…The shunt inductors L i are set so to make the capacitors C i resonating at f 0 . It can be calculated [6] that a maximum power gain is attained for a terminating load of 171 Ω. However, for this simulation, a non-optimal load of 50 Ω is chosen.…”
Section: Numerical Verificationmentioning
confidence: 99%
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“…The aforementioned structures are capable of transmitting energy over a distance of a few millimeters to about ten centimeters. To cover greater distances, an electric field repeater can be used [20,49,69]. This repeater or relay is not galvanically connected to the transmitter or receiver and allows for an intermediate extension of the electric field.…”
Section: Electric Field Repeatermentioning
confidence: 99%