# SoC 参考功耗测量

Source: [https://docs.qualcomm.com/doc/80-70014-30Y/topic/socpowermeasurement.html](https://docs.qualcomm.com/doc/80-70014-30Y/topic/socpowermeasurement.html)

SoC 功率测量包括不同性能级别的 SoC、休眠状态功耗和 CPU 活动功率。

## 休眠状态功耗

AOSD 是 SoC 在没有负载时进入的最低休眠功率状态，此时的功耗最低。

Table : QCS6490 休眠状态功耗

| 电源状态 | 功耗 |
| --- | --- |
| SoC 休眠 (AOSD) | 4.2V 时为 5.0 mA |

## CPU 活动功耗与性能

Specint2k6 是 CPU 的性能基准测试套件。下图说明了在各种 Specint2k6 性能评分下测得的 CPU 活动功率：
![](data:image/png;base64,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)

Figure : 在不同 Specint2k6 下测得的 CPU 活动功耗

Note: 本文档的后续版本中将添加更多用例。

**Parent Topic:** [功耗管理](https://docs.qualcomm.com/doc/80-70014-30Y/topic/powermanagement.html)

Last Published: Aug 20, 2024

[Previous Topic
电源管理服务质量 API](https://docs.qualcomm.com/bundle/publicresource/80-70014-30Y/topics/pmqos.md) [Next Topic
调试](https://docs.qualcomm.com/bundle/publicresource/80-70014-30Y/topics/powerdebug.md)