1
Q. T. Duong, M. Okada, “Inductive power transmission using multiple concatenated parallel-line-feeder segments,” WPTC 2016, Portugal [1] Fig. 4. Output power profile for single and multiple concatenated segments PLF system. Inductive Power Transfer System Using Multiple Concatenated Parallel-Line-Feeder Segments William-Fabrice Brou, Quang-Thang Duong, and Minoru Okada Graduate School of Information Science, Nara Institute of Science and Technology, Takayama-cho 8916–5, Ikoma, Nara, 630–0192 Japan !"#"$$%$ $'(% )%%*%# +,-./-'#% ,#"(01'00'.( $'(%2 3456 Ex : f = 13.56MHz ( = 22m) Magnetic field 0,#%(7,8 !"#$"# 9:,;:, ;.-%# Much more stable against impact of standing wave leading to: Better power transfer efficiency High output power Dielectric loss Evaluate the proposed system for multi-receivers cases. Unstable output power Lower efficiency Standing wave Fig. 1. Transmitter Fig. 2. Receiver Problem Proposal: IPT system using concatenated parallel-line-feeder segments [1] !"#$%&'() +$#,-#(./ 01234 567 89%: ';"#:%(.# <=9%: 100, 200 Ω >##:'() %$#% =#()&? @A B A ; C'$ )%" D ;; E-('() .%"%.'&9$ +9$ FD 0GGG "> This project was supported by DAIHEN Corporation. E-('() .%"%.'&9$H !"#$%&'() +$#,-#( 89%: ';"#:%(.# < >##:'() %$#% =#() C'$ )%" () .%"%.'&9$H 1. Introduction 2. System model of an IPT system using concatenated PLF segments 3. Experiments 4. Results 5. Conclusion 6. Future works References Acknowledgment Parameters %& () *+,&+-#. /01+2 *0"23+ %& (4 *+,&+-#*. /01+2 *0"23+ R equ = R equ 1 + R equ 2 R equ 1 = 4 2 L m 2 R load 1 R equ2 = 4 2 L m 2 R load 2 Fig. 3. Power transfer efficiency for single and multiple concatenated segments PLF system.

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Q. T. Duong, M. Okada, “Inductive power transmission using multiple concatenated parallel-line-feeder segments,” WPTC 2016, Portugal

[1]

Fig. 4. Output power profile for single and multiple concatenated segments

PLF system.

Inductive Power Transfer System Using Multiple Concatenated

Parallel-Line-Feeder Segments

William-Fabrice Brou, Quang-Thang Duong, and Minoru OkadaGraduate School of Information Science, Nara Institute of Science and Technology,

Takayama-cho 8916–5, Ikoma, Nara, 630–0192 Japan

!"#"$$%$&$'(%&)%%*%#&+,-./-'#%&,#"(01'00'.(&$'(%2

3456

Ex : f =13.56MHz( = 22m)

Magnetic field0,#%(7,8&

!"#$"# 9:,;:,;.-%#

Much more stable against impact of standing wave leading to: Better power transfer efficiency

High output power

Dielectric loss Evaluate the proposed system for multi-receivers cases.

Unstable output power

Lower efficiencyStanding wave

Fig. 1. Transmitter

Fig. 2. Receiver

Problem

Proposal: IPT system using concatenated parallel-line-feeder segments [1]

!"#$%&'()*+$#,-#(./ 01234*56789%:*';"#:%(.#*<=9%: 100, 200 Ω>##:'()*%$#%*=#()&? 𝜆@A*B*A*;C'$*)%" D*;;E-('()*.%"%.'&9$*+9$*FD 0GGG*">

This project was supported by DAIHEN Corporation.

E-('()*.%"%.'&9$H

!"#$%&'()*+$#,-#(./ 01234*56789%:*';"#:%(.#*<=9%:>##:'()*%$#%*=#()&?C'$*)%"

E-('()*.%"%.'&9$HE-('()*.%"%.'&9$HE-('()*.%"%.'&9$H

1. Introduction

2. System model of an IPT system using

concatenated PLF segments

3. Experiments

4. Results

5. Conclusion

6. Future works

References

Acknowledgment

Parameters

%&'()'*+,&+-#.'

/01+2'*0"23+'

%&'(4'*+,&+-#*.'

/01+2'*0"23+'

Requ =Requ1+Requ2

Requ1= 4

2Lm2

Rload1

Requ2=4 2Lm

2

Rload2

Fig. 3. Power transfer efficiency for single and multiple concatenated

segments PLF system.