# Power supply

Source: [https://docs.qualcomm.com/doc/80-WL740-3/topic/power-supply.html](https://docs.qualcomm.com/doc/80-WL740-3/topic/power-supply.html)

For the layout and routing of the power supply, the following guidelines are
            recommended:

- Isolate digital and analog power supplies. If the user is designing a module, it's
                recommended to have two separate power supplies for the stamp holes. If the user
                adopts CoB, it's recommended to merge digital and analog power supplies at a distant
                point.
- When connecting power traces from analog or digital power to the power pins of each
                chip, it's recommended to use a star connection to prevent mutual interference
                between the power pins.
- Place bypass capacitors for power pins and capacitors for circuit stabilization near
                the power pins of the chip.
- Capacitors connected in parallel to the power pins should have their ground pads
                connected to the main GND through nearby vias.
- The width of the power traces can be calculated based on the design reference
                current.

Note: The design reference current of each power supply pin listed in
            the following table is the maximum current value of the pin and is used to guide
            customers in calculating PCB trace width. In actual applications, the current of this
            pin won't exceed the values listed in the table.

Table : QCC743 power pin description

| Pin number | Name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | PA | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | TMX | 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; generate from internal LDO (3.3 V IN); need decoup cap;<br>                            for 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; generate from internal LDO (DCDC\_OUT =<br>                            1.8 V 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; generate from internal LDO (DCDC\_OUT = 1.8 V IN); need<br>                            decoup cap for analog RBB, LO | — |
| 40 | AVDD15\_RF1 | 1.5 V | — | Power pin; generate from internal LDO (DCDC\_OUT = 1.8 V IN); need<br>                            decoup cap for analog LNA | — |

Table : QCC744 power pin description

| Pin number | Name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | PA power | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | TMX power | 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; generate from internal LDO (3.3V 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; generate from internal LDO<br>                            (DCDC\_OUT=1.8 V IN); 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; generate from internal LDO (DCDC\_OUT=1.8 V IN); need<br>                            decoup cap for analog RBB, LO | — |
| 56 | AVDD15\_RF1 | 1.5 V | — | Power pin; generate from internal LDO (DCDC\_OUT=1.8 V IN); need<br>                            decoup cap for analog LNA | — |

Table : QCC748 power pin description

| Pin number | Name | Typical value | Direction | Function description | Design reference current |
| --- | --- | --- | --- | --- | --- |
| 2 | AVDD33\_RF1 | 3.3 V | IN | PA power | 500 mA |
| 3 | AVDD33\_RF2 | 3.3 V | IN | TMX power | 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; generate from internal LDO (3.3V 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; generate from internal LDO<br>                            (DCDC\_OUT=1.8 V IN); for 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,<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; generate from internal LDO (DCDC\_OUT=1.8 V IN); need<br>                            decoup cap for analog RBB, LO | — |
| 56 | AVDD15\_RF1 | 1.5 V | — | Power pin; generate from internal LDO (DCDC\_OUT=1.8 V IN); need<br>                            decoup cap for analog LNA | — |

The analog power traces in the PCB use a star routing method, as shown below:

Figure : Analog power PCB traces

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

The digital power traces in the PCB are separate from the analog power, as shown
            below:

Figure : Digital power PCB traces

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

For the DCDC power section, note that the ground pad of the capacitor connected in
            parallel with DCDC\_OUT (device circled in [Figure : DCDC power PCB traces](https://docs.qualcomm.com/doc/80-WL740-3/topic/power-supply.html#power-supply__fig_ih1_hm5_11c)) has a short
            return path to the chip’s EPAD. The DCDC power traces are shown below:

Figure : DCDC power PCB traces

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

Last Published: Apr 08, 2025

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