# QCC730 power measurement

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

This document describes how to use QCLI\_DEMO for measuring the QCC730 current consumption in various operation modes.

## Test environment

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

The QCC730 currents are measured in the following environment.

	

Table : Power measurement environment setup

| **Hardware** | QCC730 Development Kit (DVK). |
| --- | --- |
| **Environment** | Room temperature.<br><br>						<br>Measurement is taken within a shield room. |
| **Test instrument** | Keysight N6705C DC power analyzer mainframe for dynamic measurements, with 4-wire sensing disabled. |

## Power measurement points and rework

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

Three versions of QCC730 DVK are available for evaluation. Determine the DVK version based on pin layout from the following pictures. Follow the corresponding instructions to rework the DVK and
            connect it to the power analyzer.

### DVK-1 setup

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

1. Remove the 32.768 K OSC, which isn't in use but still draws current from VDDIO rail.
2. Select VDDIO as 1V8.
3. Remove jumper J9 to disconnect VDD from VDDIO rail. Supply VDD from J5.PIN2 to J9.PIN1 with a fly wire as shown by the green line in [Figure : DVK-1 setup](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html#dvk_1__fig_dvk_1).
4. Configure two channels of the Keysight N6705C DC power analyzer as Current Measurement mode.
5. Connect the DVK and the N6705C as shown in [Figure : DVK-1 setup](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html#dvk_1__fig_dvk_1).

Figure : DVK-1 setup
            
            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)

### DVK-2 setup

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

1. Remove jumper J3.PIN11 to PIN12 to disconnect the 32.768 K OSC, which isn't in use but still draws current from VDDIO rail.
2. Remove jumper J3.PIN3 to PIN4 to disconnect VDD from VDDIO rail. Supply VDD from J5.PIN2 to J3.PIN3 with a fly wire as shown by the green line in [Figure : DVK-2 setup](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html#dvk_2__fig_dvk_2).
3. Select VDDIO as 1V8.
4. Configure two channels of the Keysight N6705C DC power analyzer as Current Measurement mode.
5. Connect the DVK and the N6705C as shown in [Figure : DVK-2 setup](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html#dvk_2__fig_dvk_2).

Figure : DVK-2 setup
            
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)

### DVK-3 setup

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

1. Remove jumper J3.PIN15 to PIN16 to disconnect the 32.768 K OSC, which isn't in use but still draws current from VDDIO rail.
2. Select VDDIO as 1V8.
3. Configure two channels of the Keysight N6705C DC power analyzer as Current Measurement mode.
4. Connect the DVK and the N6705C as shown in [Figure : DVK-3 setup](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html#dvk_3__fig_dvk_3).

Figure : DVK-3 setup
            
            ![](data:image/png;base64,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)

## Console connection

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

1. To communicate with the QCC730 board, use a USB-C cable to connect between J2 on the motherboard and a USB port on a Windows PC.
2. Start a terminal application from the PC and select the lower port to connect using the port setting: `115200, 8, n, 1, no flow control`.
3. The serial terminal application displays initialization and command list information.

## Software build and flash instructions

Source: [https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html](https://docs.qualcomm.com/doc/80-Y8730-3/topic/power_measurement_tests.html)

QCLI\_DEMO can be used for measuring the power consumption of QCC730 boards. Detailed build and flash instructions are available in the [QCC730 Evaluation Kit Quick Start Guide (80-Y8730-1)](doc/80-Y8730-1).

Last Published: Mar 18, 2026

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Power measurement use cases](https://docs.qualcomm.com/bundle/publicresource/80-Y8730-3/topics/power_measurement_use_cases.md)