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P9222-R 数据表(PDF) 31 Page - Renesas Technology Corp

部件名 P9222-R
功能描述  Wireless Power Receiver for Low Power Applications
PDF  58 Pages
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制造商  RENESAS [Renesas Technology Corp]
网页  http://www.renesas.com
标志 RENESAS - Renesas Technology Corp

P9222-R 数据表(HTML) 31 Page - Renesas Technology Corp

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P9222-R/RN Datasheet
© 2019-2022 Renesas Electronics Corporation
31
May 5, 2022
8. Applications Information
The P9222-R/RN is an integrated wireless power receiver for mobile or stationary devices. The device can receive and provide to its output up
to 5W of wireless power using near-field magnetic induction.
8.1 Receiver Coil
The following coils are recommended for use in 5W or 3W applications in order to achieve optimum performance with the P9222 receiver.
Table 8.
Recommended Coil Manufacturer
Output Power
Vendor
Part Number
Inductance at
100kHz
Resonant Caps (Cs)
DC Resistance at 20℃
5W
SUNLORD
MQQRR303008S8R2
8.2µH ± 10%
300nF
180mΩ max
3W
TDK
WR303050-12F5-ID
8.2µH ± 10%
300nF
280mΩ max
8.2 Series and Parallel Resonant Capacitor Selection
WPC inductive power transmission uses resonant circuits to enhance the inductive power transmission. Especially for systems with a low
coupling factor, a resonant receiver can improve power transfer. The simplified Rx-coil network consists of a series resonant capacitor, C1,
and a parallel resonant capacitor, C2. These two capacitors make up the dual resonant circuit with the Rx coil (see Figure 26) and must be
sized correctly as per the WPC specification.
Figure 26. Dual Resonant Circuits with Receiver Coil
To calculate C1, a 100kHz resonant frequency is used along with the measured L′S values (Receiver Coil inductance measured when placed
on the TX coil and shield)
������������������������= ������������
(������������������������������������������������������������������������×������������������������)������������×������������′������������
Equation 2
To calculate C2, a secondary resonance of 1.0MHz is used along with LS (Free space Receiver Coil inductance without TX coil and shield).
This calculation requires that C1 be determined first and used in Equation 3:
������������������������= ������������
(������������.������������������������������������������������×������������������������)������������×(������������������������−������������������������������������)
Equation 3



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