# Power
domain

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

The power domains of the QCC74x are divided into digital and analog
      domains.

Digital power domains include VDDIO1, VDDIO2, DVDD11, and
VDD18\_FLASH.

Analog power domains include AVDD33\_AON, PVDD33\_DCDC,
AVDD33\_RF1, AVDD33\_RF2, AVDD15\_RF1, AVDD15\_RF2, AVDD18\_RF, and
AVDD33\_RF3.

## Power pin function

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

The function description of each power pin of QCC74x and the reference
      current (not actual current) of the corresponding power pin are as follows:

Table : QCC743 power pin description

| Pin number | Pin name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | Power amplifier | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | Tx RF mixer | 50 mA |
| 8 | VDDIO1 | 3.3 V or 1.8 V | IN | GPIO 0, 1, 2, 3, 10, 11, 12, 13, 14, 15 | 160 mA |
| 18 | AVDD33\_AON | 3.3 V | IN | GPIO 16, 17 | 82 mA |
| 19 | VDD18\_FLASH | 1.8 V | — | Power pin; generated from internal LDO (3.3 V IN); need decoup cap; for<br>              internal Flash | — |
| 20 | PVDD33\_DCDC | 3.3 V | IN | DCDC input power | 236 mA |
| 21 | SW\_DCDC |  | — | Switch DCDC; connect 2.2 μH | — |
| 22 | DCDC\_OUT | 1.8 V | OUT | DCDC\_OUT, typical=1.8 V | 200 mA |
| 23 | DVDD11 | 1.1 V | — | Power pin; need decoup cap; generated from internal LDO (DCDC\_OUT=1.8 V<br>              IN) | — |
| 24 | VDDIO\_IO | 3.3 V | IN | Input pin | 50 mA |
| 30 | VDDIO2 | 3.3 V or 1.8 V | IN | GPIO 20, 21, 22, 27, 28, 29, 30 | 250 mA |
| 37 | AVDD33\_RF3 | 3.3 V | IN | Input pin; for analog xtal | 50 mA |
| 38 | AVDD18\_RF | 1.8 V | IN | Input pin; from DCDC\_OUT=1.8 V; for CLKPLL | 50 mA |
| 39 | AVDD15\_RF2 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap<br>              for analog RBB, LO | — |
| 40 | AVDD15\_RF1 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap<br>              for analog LNA | — |

Table : QCC744 power pin description

| Pin number | Pin name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | Power amplifier | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | Tx RF mixer | 50 mA |
| 13 | VDDIO1 | 3.3 V or 1.8 V | IN | GPIO 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15 | 256 mA |
| 26 | AVDD33\_AON | 3.3 V | IN | AON power, GPIO 16, 17, 18, 19 | 114 mA |
| 27 | VDD18\_FLASH | 1.8 V | — | Power pin; generated from internal LDO (3.3 V IN); need decoup cap; for<br>              internal PSRAM | — |
| 28 | PVDD33\_DCDC | 3.3 V | IN | DCDC input power | 236 mA |
| 29 | SW\_DCDC |  | — | Switch DCDC; connect 2.2 μH | — |
| 30 | DCDC\_OUT | 1.8 V | OUT | DCDC\_OUT; typical=1.8 V | 200 mA |
| 31 | DVDD11 | 1.1 V | — | Power pin; need decoup cap; generated from internal LDO (DCDC\_OUT=1.8 V IN);<br>              for SoC | — |
| 32 | VDDIO\_IO | 3.3 V | IN | Input pin |  |
| 42 | VDDIO2 | 3.3 V or 1.8 V | IN | GPIO 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33,<br>34 | 240 mA |
| 53 | AVDD33\_RF3 | 3.3 V | IN | Input pin; for analog xtal | 50 mA |
| 54 | AVDD18\_RF | 1.8 V | IN | Input pin; from DCDC\_OUT=1.8 V; for CLKPLL | 50 mA |
| 55 | AVDD15\_RF2 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap<br>              for analog RBB, LO | — |
| 56 | AVDD15\_RF1 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap<br>              for analog LNA | — |

Table : QCC748 power pin description

| Pin number | Pin name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | Power amplifier | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | Tx RF mixer | 50 mA |
| 13 | VDDIO1 | 3.3 V or 1.8 V | IN | GPIO 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15 | 256 mA |
| 26 | AVDD33\_AON | 3.3 V | IN | AON power, GPIO 16, 17, 18, 19 | 114 mA |
| 27 | VDD18\_FLASH | 1.8 V | — | Power pin; generated from internal LDO (3.3 V IN); need decoup cap; for internal<br>              PSRAM | — |
| 28 | PVDD33\_DCDC | 3.3 V | IN | DCDC input power | 236 mA |
| 29 | SW\_DCDC |  | — | Switch DCDC; connect 2.2 μH | — |
| 30 | DCDC\_OUT | 1.8 V | OUT | DCDC\_OUT; typical=1.8 V | 200 mA |
| 31 | DVDD11 | 1.1 V | — | Power pin; need decoup cap; generated from internal LDO (DCDC\_OUT=1.8 V IN); for<br>              SoC | — |
| 32 | VDDIO\_USB | 3.3 V | IN | Input pin; for USB power | — |
| 42 | VDDIO2 | 3.3 V or 1.8 V | IN | GPIO 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34 | 240 mA |
| 53 | AVDD33\_RF3 | 3.3 V | IN | Input pin; for analog xtal | 50 mA |
| 54 | AVDD18\_RF | 1.8 V | IN | Input pin; from DCDC\_OUT=1.8 V; for CLKPLL | 50 mA |
| 55 | AVDD15\_RF2 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap for<br>              analog RBB, LO | — |
| 56 | AVDD15\_RF1 | 1.5 V | — | Power pin; generated from internal LDO (DCDC\_OUT=1.8 V IN); need decoup cap for<br>              analog LNA | — |

## AVDD33\_RF

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

AVDD33\_RF1 and AVDD33\_RF2 provide power to the internal PA and TMX, respectively.

AVDD33\_RF1 requires a larger current when QCC74x is transmitting data
      packets. To prevent a significant voltage drop due to insufficient current supply during
      packet transmission, a 10 µF capacitor rated at twice 3.3 V (suggested rating above 10.0 V) is
      recommended. In addition, the power supply circuit of this power pin operates at a frequency
      of 2.4 GHz. To prevent the 2.4 GHz frequency component on the power supply from affecting the
      performance of the internal circuit, recommend placing a capacitor with a self-resonant
      frequency of 2.4 GHz at this pin, forming a low resistance to the “ground” to filter out
      2.4 GHz frequency interference signals on the power supply.

Table : Schematic for the AVDD33_RF1 power pin

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

AVDD33\_RF2 provides power to the TMX. A 100 nF capacitor with a voltage rating of 6.3 V
      should be connected in parallel at this location to filter out high-frequency harmonics.

| QCC743 | ![](data:image/png;base64,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) |
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| QCC744/QCC748 | 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) |
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AVDD33\_RF3 power pin powers the crystal circuit. A 100 nF capacitor with a voltage rating
      of 6.3 V should be connected in parallel at this location to filter out high-frequency
      harmonics.

Table : Schematic for the AVDD33_RF3 power pin

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

## DCDC

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

The PVDD33\_DCDC power pin supplies the internal DCDC circuitry. To meet the transient
      current demands of various circuit modules under this power supply, a 4.7 µF capacitor with a
      voltage rating above 6.3 V is recommended.

Table : Schematic for the PVDD33_DCDC power pin

| QCC743 | ![](data:image/png;base64,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) |
| --- | --- |
| QCC744/QCC748 | ![](data:image/png;base64,UklGRiwOAABXRUJQVlA4TB8OAAAvWEErABq78v/JbSN1OLv7Agj9GBMi5AvsEeIx8AgIHTpE6BChQ4SqjRgiZIgQ4WQoN/7/f3eDNNF7eTiLkXjZMrzSNuaQSirZnNFRMrWHpv5j2iUZtrUJkvQv41/KYGAuI5YRWJiYOJjYGJgY2JgYWBgY2HZhCgAT2tpnhPcThg8P9gkHw4MPwzAMwzAchsMwHIZhOFv/Jdq2FbTRIUmLg3rJA3w86HxAyWQSn+fmhi00fd0tJRlwAsAUyIklSUU30DAljb0uxLxFonwxwQUDFNgDUIfgY5S5iILEonOe8BRvAaWbaj7nBIz0T2po9Zh5ikJeACe4UB066toQLBJ1UwnJaRPgXICqr1Z4MyqBgmapU4GN8YnGufuEAHJjA1T4SsEkpf0AFQ1dJQr1kBwHEOqYPcaateF2T0FSbvecaY4nwuaboY00YOmEUHAxQWSa7DSSJRCR4QdpM8DFFvYPYDepcxYZW148rCMT2C1QPvE8EaVCBTrquTA3oHzpJHI/S2x1bQBDBZbPrUhwnm9Epz985pYgi/OCiwkFzyN+fULCvAO2OeqPGctZhVB4Mwpt/FmBUj28UmiguvZX79S1AQa/T20oNBZcgKY8hFUKcyOzUM+HjJJIQRcFg2DbILtR4nFLUKKn/o5Qv46JVm1ScX0ChYLvoQk4hh2EyANIOyHIjsWUZAS4LI2W+i0xznFuF4zVtVFIbzObefqzc0tsSHgXGmAFiI4RMyOA1IOyIJEgWzmNhnr1IKWujUIH83QHuWj3HdKB8rWRiqTPcNRXDoYpoE5GgEbVKP6zW5/goRkNMErckoSS0HbOuftvIGeV/tAwwy2Nudg2DesfU4JtskRPvhoz/N2GyAKfzzxj/HHUNwTkOIqFADUq2tirAjdn8rlAehz6tJ3x4TOHDjcPsDxwNRSA5k2CXQod66pGGC31CslHHnyMNWqj6Erb28vGoPq3ygdWAIcFiMI0bokBmjTQUk/7z23ic0t1bRT+82EAZ5+bAPylXhTk7d0WQ80gFOwEwKahhuzqEsqRWUe9YsY3QjImoq4NmvFhgx9zc8Cp+GEPeRwYI4xjFHCG9hiDUM3Vu8oagZLTKq4zu64jRuECGcYoBHeiHaOYRQjGKO67JuHote/vQ0bV8TBfeqOKf6GmXFgBRCpgQMEpL6SlHgfjkEbN2nCbSpSQaUvBnjCx9q2Yc6vLKoSy36sIZGUc2BOeIiIO/FTuYauuXqkeQFd1AQId9UTdEn0B4sDatZHlf+qncxw4ZIKBtGHrTL9nP6L0J2ad/Eikjb3yBZtQjnpHpYHW0PwoRhefZyKT+KBYYAdMepKZvzohrm/Scc3NgPFkJ+cal98x4swRs03+zObovcfYNuGC/YnJX8Sf8rZkLwCNvcvxa08onGSw35KI1IsocZv5q2ipPZ0sVfjR0/uU2zAF8c8cH9vWKOneGl5NPUhe1L3rgjX7cBSoIiyrXMaMdFgbwz1ESaB8TqJeRSYv2qirJN19/3x4X26Hi38QkdN28dvaWPhn6qDp2ni2/SBn+TWehyOLqNmt0MyD4HKa5DS4cm9vbPajIuU2bFpZtrC8loAh5Q286MWwSpSI/LiuJ6NaGqhnwB/ZOsSDktFdNn724X1LGs9qYxA9QitlWBwpzCXNW9Dyz9jeeHsxCD7WYhX0jDqQddK+JkZ8m8to0aaLREm379n+mJ9qvYPkYhrbESJMABFWy2m88bL+AkyYzH7kB+VD2ZZwztB/xg9KMMsr7LCXXv5uUdQy40u+TWSaHVen9mGZa7Y/4KRZRI7qhDEKEWV4XmA/eTU7Q8/16EECtyksr6UeJRH10lZwJkkt8fRpJ68mIg682bcenFmyvJULo7fF/td/Ly3Apv3nkXkU5iq3YUp7cKcep+8hWoqoqPw8nc1vTgSIcGFp2bgSWokIjGqvlBTYayDivcRkmjjAi1gMa+AZ3+qu10NETtutg8Nw+K5KXoTsvswqJSK8jCStwoEH8SGIksbz7cLkclujfuBApUQj2iaXhdS8ulRLTr6fSBeWlr/Kq8e/QSQESe8x6Y4PQZbsuTxPZhQF/CjFa5WGQbRjSEkGt7u6bLyomt4xP4v4lzQoiH8mudOpBgrTPx0YWA6DjshcVe+4ugRX2qXtwCzOD6IdNx86x9bPfsaFmnn0FhE5qQesGMGTNvs3rR7pjiJdfAirEjHkVMyj16Nse3twyo1L+z+R+cfsjyXq3uPH+KSHjtmUrYS8LOogON9UmB0Lcr7PsETnpx46Zss2h7cXAbuoUv6qegCLnvD/qMwWGRLnm2p12OzYf1kFWMD47pMWCv8P2EuEj9q/KFD5Hn6kzxTVkN7tHlcul+GuhPKNtZ/B7BjTUMsVNSECDuRp8/tXxGmwX3TdQVhGuQxKqLy7t994EYthjYXZMQ3gYGOWoQiS3qORXJkNuz+QWXguPLWxMDsGUe8kqwM488D31HIAkSL4bG1a3l70KMmpiSpfF7tzvfsS14flq3yzo97vVJP/THwQV3huPAKUrfKN/PdlGhlpOS/6KdVnwOV6XUbIq+BH+QRuA7sCkFBFJ5iPPiLHLt1RJKZt30opTY7untLNvhf1Fy6c6Kn72szfHYSFimm8it8oClBdYbjLqyBL/qvMOQ4u3CV1o67jNRcfHD44iHbc6ABDPrcYti8VcJPJi/b0P13owoUV3AhiaPJ0HJEo3XiGh64DF8Jd58t4vOLiQ0pmAxAjOUqFE48uSuqDHNmjb/XhVfJmr0InwseNi2lMwPN09uDErgsyD/uhxv+Hq0uL/Rvel2SySEb1m+u6u7hR/iq1z6NbpT/SUivrIvEcyotHFAWqDSAQuRBUzUfshnZvFa9CBzd77F2HmZgJy/A4Ed/ZnZOTZhDHKWm6kijQwZUgq2G4yytQPreiHh68+EZdwXzYi/DslHKbNDKe/h4GHbvn4A0gckuI3PpRibuL2/wf5+ZW7qqxCTRWGO7SthleV26jAauOaNxBx0T+/IIAFCQv7f7klAj/vvlZxHtpMXwE6+OEeVbhQGrBAR4Lsj153t05EdcFBgfi8MJFg9JVSSWjwkBURzT2Nlsbr+NS9ivt3otv1K/sO8jC9OIPpEk/OphUKiS0KKVGuAymsaJzcgoundTdSsC/SMi7YHGNSafLjTNS1amg9iJVx54P9xWoh+C9NNQWx1NueGTdtOjMkcekg2JCtptcaLMs8OhSHWMaVSY3/OakX2gnMEb/cHWsZKx1GL3l9nHL4RLz0cuwdx36tHLqbYeSnJponJZtWkC/u2lPI2QQmKgi/OfS7nfntP9cbqVR+M9cbb+Dv0+5qfSLXLcKOeNDvoWcJVf7OpK6SUeDMKG09PORHG3GBxr9iFm/3JyAcbomVBlRYBdVgjGKu3/hGMX82SwyRkFAxSjkRmZp9aofyas1J+gJWC/4Ba8EbzOPXt+hqBoJnGmTf96EJR+cNiDdOMmtpz17Fcg48Cp5q4wD+xHTW8ptrIRzK+5RFEB/oldgr0Ej0+lipnTMKxdWAtsWXCfjfltNEbYraq/bmH+zmokJM7+MgHG7z40brrTZGZ+FxijsFgG0k0RfkiXhxoKzWGyoiCHOCFu6kMX+96p/9SdHTniGrl3g6klWhqsrTTolGfjFZMzMUxQJ1ZcTyAku2JmAqVMyHsqVCF/ZAkWRx4EUIMmDw0lwoZqSpuQr6xGIrPHy78AToZwy8yrRQ17woVf4JTbYCJT43LrXqdVQnl+jBhDygfJmSmTqcwxfUM48eE1I8ACB83wjagBzaYe8L72ZRMZkHhT7mUaMkMdFJhMpFTG/xvL6xAguTJ8L0GSHK8dBN31YhbAaxYkfs8+IoR3xwptRI3iozD5PZrhyDHTTi7PZNSsSYuiOkAfemHEYwIE20XS1IxaAkf7XoUs924Uvp0yImF8rv9ahkeiLykn4Vh/aX3CoShQFSdSNc84XE7w1o6Sx1xO3urSx937o6kBK+5DRicb8ZhpSxQFkz01FRS/mBxWl+0zpgTs1T7VNoBVsHB/zRPSExAJDTCJ7fEKMOAz8jlkXOXwfG8Fn8+uJzoyBo35JjaoXWyUqpzjU0AM/N3y/yBwDpRsLhLtw48PYMpMcIH3a89m1ETly309kkXHAQKjs8kTPHSGPiwkrMRkm6kYao/LScAX/eT0e+O2Au9saMmXClWfI4wemrY3zn3NaO0eve7pB3BVsPPBu3dfKC58OA3hXMMIDnWBSUdFYHmafayBHDqU3FIeLq3dTEPpRiUsbk+GfPOCq5PsP+TpQuygKpTlax8ToQ113BOzWJ9MUWRiXNqQgIX8f60OHQexgLDySv2Ks+O51qcZvM0o34q/e1XvaJJ2glEHcU0NVJ2VQYzq6nQGg+xPuRHs+qR+4XZnAI+SBpQrFKKdmQi/SdYpNDpqqmBmeC0vrg0eoyT+MR0IjqtmJArIlDDSecDpDlBqJwrL0knWg2/rFdsynnZB1iPiLrQGHi6U2+NGuy9ns+gWhq0kG0Tir0jVy5gGEyQC9HJ//zNx6fGob0Z7PniE9DhcB4klFBIwHonAVyzKEd7gllnRP6QUwpo29V+/GMeMj2ssjYc+hwpUURGP50tPrxYHl9/ZifzCFonCiyMeYFgqLzCJjW90qEu5j47UxXFiLj9+CFYVEX8yucYziPkaV2tyKxfuEmK9cLEJ16ADO1wJ4QuYq4Z1zakonUX2/EG154tGWYQafOSe8GaUDMI5OBz+gmNoaLGsleNueQzVGqXRTfQFWyxL0n9qjaniJRwAo+1ixwIYGmwrlWtsx85SAoQp72s/QdV3NMix2B87LzmEA) |

When QCC74x is operating in DCDC mode, a 2.2 µH inductor should be
      connected between SW\_DCDC and DCDC\_OUT pins. The maximum rated current of the inductor should
      be more than 200 mA and the DC resistance should be less than 0.15 Ω. The part number of the
      recommended component is DFE201612E-2R2M. Furthermore, to ensure a cleaner DCDC\_OUT output
      with less ripple, recommend placing a 4.7 µF capacitor near the DCDC\_OUT pin, with a voltage
      rating of 6.3 V.

When QCC74x is operating in LDO mode, the inductor between SW\_DCDC and
      DCDC\_OUT can be omitted, and the DCDC\_OUT pin can be connected to the 3.3 V power supply. The
      previously connected 4.7 µF capacitor should still be retained.

For compatibility with both DCDC and LDO modes, suggest reserving a 0 R resistor at the
      DCDC\_OUT pin for connection to the 3.3 V power supply during the early stages of schematic
      design.

Additionally, the AVDD18\_RF pin (can input 3.3 V voltage) powers the CLKPLL circuit
      section and also supplies the internal LDO\_1V5 and LDO\_1V1. A 100 nF capacitor with a voltage
      rating of 6.3 V should be connected in parallel at this location to filter out high-frequency
      harmonics.

Table : Schematic for the SW_DCDC and DCDC_OUT power pins

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

## AVDD15\_RF

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

The AVDD15\_RF1 and AVDD15\_RF2 power pins provide power to various submodules in the RF
      transmit and receive chains. These pins are generated by the internal LDO of QCC74x. These two power pins should externally share a 2.2 µF capacitor with a
      voltage tolerance of 6.3 V, and a 10 pF capacitor. The purpose of the 2.2 µF capacitor is to
      filter out ripples in the power supply and provide stable current to each subcircuit in the RF
      chain, as well as to increase the stability of the internal LDO circuit. The 10 pF capacitor
      serves as a low impedance to the ground, filtering out 2.4 GHz frequency interference on the
      power supply.

Table : Schematic for the AVDD15 power pin

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

## AVDD33\_AON

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

The AVDD33\_AON pin must be powered on continuously, even when QCC74x is
      in sleep mode. Some circuits under this power domain will still operate. A 100 nF capacitor
      with a voltage rating of 6.3 V is recommended to be placed in parallel at this power pin, used
      for filtering high-frequency harmonics.

Table : Schematic for the AVDD33_AON power pin

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

## DVDD11

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

The recommended schematic designs for each digital power domain of QCC74x
      are as follows:

VDDIO1 and VDDIO2 are two power pins that provide power to different digital I/O. Both
      3.3 V and 1.8 V input supplies are supported. Recommend to add an extra 100 nF capacitor with
      a voltage rating of 6.3 V close to each digital power supply pin, used for filtering
      high-frequency harmonics.

Table : Schematic for the VDDIO power pin

| QCC743 | 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) 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| QCC744/QCC748 | 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) |

The DVDD11 power pin is used to power the internal core (CPU) of the QCC74x. This power supply is generated by the internal LDO\_1V1 of QCC74x. To
      increase the stability of this LDO, recommend connecting a 4.7 µF (for QCC743)/ 2.2 µF (for
        QCC744/QCC748) capacitor in parallel at this power pin, with a voltage rating of
      6.3 V.

Table : Schematic for the DVDD11 power pin

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

The VDD18\_FLASH power pin is used to power the embedded Flash. This power supply is
      generated by the internal LDO\_1V8 of QCC74x. To increase the stability of this
      LDO, recommend connecting a 4.7 µF capacitor in parallel at this power pin, with a voltage
      rating of 6.3 V.

Table : Schematic for the VDD18_FLASH power pin

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

Recommended connecting a 10 nF capacitor in parallel at the VDD33 power pin, with a
      voltage rating of 6.3 V.

Table : Schematic for the VDD33 power pin

| QCC743 | 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) 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| QCC744/QCC748 | 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) 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Last Published: Apr 08, 2025

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