Journal
IEEE TRANSACTIONS ON ELECTROMAGNETIC COMPATIBILITY
Volume 65, Issue 3, Pages 890-899Publisher
IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TEMC.2023.3248043
Keywords
Electromagnetics; Magnetic resonance; Integrated circuit modeling; Magnetic circuits; Magnetic analysis; Voltage; Mathematical models; Autonomous underwater vehicle (AUV); concentrated magnetic field; multiload; wireless power transfer (WPT)
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This article explores the working principle of the inductive power transfer (IPT) system by examining the distribution of the electromagnetic field. The research proves that the IPT system operates in the near field, where the magnetic field energy density is much stronger than the electric field. Thus, the power analysis of the IPT system only needs to consider the magnetic field. The mutual inductance model is an approximation of the electromagnetic field model, and the complex form of the Poynting vector is integrated to analyze the power transfer characteristics. The study shows that when the system is in full resonance, only active power is transferred without reactive power, which aligns with the circuit model results. This article provides valuable insights into the power flow and energy distribution of the IPT system.
This article investigates the working principle of the inductive power transfer (IPT) system from the perspectives of electromagnetic field distribution. According to the limitations of frequency and transmission distance, it is proved in this paper that the IPT system works in the near field, where the energy density of the magnetic field is much stronger than that of the electric field. Therefore, only the magnetic field in the IPT system needs to be considered in approximate power analysis. The mutual inductance model of the IPT system is an approximate and simplified form of the electromagnetic field model. The complex form of the Poynting vector of the IPT system is integrated over an intermediate infinite plane of the two coils to reveal the power transfer characteristics including the active and reactive power. When the system is in full resonance, only active power is transferred without reactive power, which is consistent with the results obtained from the circuit model. This article is useful to provide an insight into the power flow and energy distribution of the IPT system.
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