# Temperature sensors

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/51_Temperature_sensors.html](https://docs.qualcomm.com/doc/80-88500-4/topic/51_Temperature_sensors.html)

A temperature sensor (TSENS) detects the change in temperature of the device.
    Twenty-five sensors are placed near the hotspots of the silicon die.

Additional sensors (thermistors) are needed on the PWB, near the power
      amplifiers (PA). The on-die sensor accuracy and sampling rate is as follows:

- Approach &lt; 1.5°C accuracy
- &lt; 1 ms sampling rate at hardware for more responsive thermal actions

When the critical high/low threshold in XBL is exceeded, a hardwired tsens\_reset occurs to
      protect the device.

The figure provides the placement of on-die sensors:

Figure : Placement of on-die sensors 
      
      ![](data:image/png;base64,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)

The table lists the TSENS for each subsystem:

      | Software channel | Controller | Number | TSENS |
| --- | --- | --- | --- |
| 0 | 0 | 0 | AOSS.0 |
| 1 | 0 | 1 | CPU.0.0 |
| 2 | 0 | 2 | CPU.0.1 |
| 3 | 0 | 3 | CPU.0.2 |
| 4 | 0 | 4 | CPU.0.3 |
| 5 | 0 | 5 | CPUSS.0 |
| 6 | 0 | 6 | CPUSS.1 |
| 7 | 0 | 7 | CPU.1.0 |
| 8 | 0 | 8 | CPU.1.1 |
| 9 | 0 | 9 | CPU.1.2 |
| 10 | 0 | 10 | CPU.1.3 |
| 11 | 0 | 11 | CPU.1.4 |
| 12 | 0 | 12 | CPU.1.5 |
| 13 | 0 | 13 | CPU.1.6 |
| 14 | 0 | 14 | CPU.1.7 |
| 15 | 0 | 15 | GPUSS.0 |
| 16 | 1 | 0 | AOSS.1 |
| 17 | 1 | 1 | CWLAN |
| 18 | 1 | 2 | VIDEO |
| 19 | 1 | 3 | DDR |
| 20 | 1 | 4 | Q6\_HVX |
| 21 | 1 | 5 | CAMERA |
| 22 | 1 | 6 | CMPSS |
| 23 | 1 | 7 | NPU |
| 24 | 1 | 8 | GPUSS.1 |

**Parent Topic:** [Thermal](https://docs.qualcomm.com/doc/80-88500-4/topic/50_Thermal.html)

Last Published: Aug 18, 2023

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