# RF

Source: [https://docs.qualcomm.com/doc/80-WL740-8/topic/rf.html](https://docs.qualcomm.com/doc/80-WL740-8/topic/rf.html)

QCC74x supports Wi-Fi, Bluetooth/BLE, and 802.15.4 to operate in the 2.4
      GHz frequency band. To ensure excellent RF and spurious performance, it is recommended
      reserving a Pi matching circuit for the RF port during the initial design stage. This matching
      circuit forms a low-pass or band pass filter, which also increases the harmonic suppression
      ratio when considering the best match for the PA. If the customer has sufficient product
      space, recommend placing the components in the "H" shape during the design of the Pi matching
      circuit. The final matching components are decided based on actual debugging results, either
      in the shape of Pi or Z. The purpose of placing in the "H" shape is that the different
      orientations of the components affect the harmonic suppression ratio. The main reason for this
      phenomenon is related to the layout of the PCB ground plane network.

Table : Schematic for matching network

| QCC743 | ![](data:image/png;base64,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) 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| QCC744/QCC748 | 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) |

To facilitate the calibration and testing of user-designed
      products on the production line or the product supports both IPEX and PCB antenna types,
      recommend to reserve test point locations, such as device J1 in the preceding picture. If the
      user is not confident enough in the designed antenna, a Pi type matching network can be
      reserved for the antenna to debug the antenna performance.

Last Published: Apr 08, 2025

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