2019
DOI: 10.1049/iet-pel.2018.5817
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Efficiency‐based design optimisation of a double‐sided LCL compensated wireless power transfer system

Abstract: The double-sided inductor-capacitor-inductor (DS-LCL) compensation topology has been extensively employed in wireless power transfer (WPT) systems owing to its advantages including zero voltage switching operation, constant current output, and no reactive power exchange between the primary and secondary sides. However, in most cases, equality of the primary and secondary coupling inductances is not optimal from the perspective of power transfer efficiency (PTE). This study presents an efficiency-based design o… Show more

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Cited by 13 publications
(6 citation statements)
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“…The parameter tuning methods of a bilateral LCL compensation ICPT system need to satisfy the following equation [26–29]:ω = 1 L normalp 1 C normalp = 1 L p 2 C p = 1 L normals 1 C normals = 1 L s 2 C s The root mean square (RMS) value of the primary coil current I p1 is shown in the following equation:I p 1 = U in ω L p 1 Based on the mutual inductive coupling principle, the RMS value of the secondary inductive voltage U sin is equal to ωMI p1 . The RMS value of the secondary coil current I s1 and the current I s2 can be calculated, respectively,{I s 1 = U sin Z s = U normalin M R normaleq L normalp 1 ( ( ω L s 2 ) 2 + R normaleq R normals ) I s 2 = ||1 / j ω C s 1 / j ω C s + j ω L s 2 + R eq I s 1…”
Section: Maximum Efficiency Tracking Methods and Integrated Control mentioning
confidence: 99%
See 3 more Smart Citations
“…The parameter tuning methods of a bilateral LCL compensation ICPT system need to satisfy the following equation [26–29]:ω = 1 L normalp 1 C normalp = 1 L p 2 C p = 1 L normals 1 C normals = 1 L s 2 C s The root mean square (RMS) value of the primary coil current I p1 is shown in the following equation:I p 1 = U in ω L p 1 Based on the mutual inductive coupling principle, the RMS value of the secondary inductive voltage U sin is equal to ωMI p1 . The RMS value of the secondary coil current I s1 and the current I s2 can be calculated, respectively,{I s 1 = U sin Z s = U normalin M R normaleq L normalp 1 ( ( ω L s 2 ) 2 + R normaleq R normals ) I s 2 = ||1 / j ω C s 1 / j ω C s + j ω L s 2 + R eq I s 1…”
Section: Maximum Efficiency Tracking Methods and Integrated Control mentioning
confidence: 99%
“…The parameter tuning methods of a bilateral LCL compensation ICPT system need to satisfy the following equation [26][27][28][29]:…”
Section: Optimal Load Conditionmentioning
confidence: 99%
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“…It behaves as a CC source when the converter operates at the resonance frequency [20][21][22]. With the CC excitation in the transmitter-side coil, CC output of the receiver side can be obtained by using topologies such as LCL/P [23,24] and LCL/LCL [25][26][27]. It is worth noting that in LCL compensation, the compensation inductance is usually tuned to be equal to the self-inductance of the transmitter coil for generating CC output, which results in extra cost and power loss of the system [28].…”
Section: Introductionmentioning
confidence: 99%