# Architecture

Source: [https://docs.qualcomm.com/doc/80-70015-30/topic/architecture.html](https://docs.qualcomm.com/doc/80-70015-30/topic/architecture.html)

The CPU subsystem architecture describes the organization of CPU cores and their
        power domains. Understanding the architecture helps you to monitor the CPU core usage and
        make decisions to balance the power consumption and performance of Qualcomm Linux.

## QCS6490/QCS5430

APSS is a set of CPUs organized into clusters. All CPU cores in a cluster operate at
                a similar frequency. Each CPU core in a cluster has a dedicated L1 and L2 cache.

The CPU subsystem is composed of three clusters and L3 cache as follows:
- Qualcomm^®^ Kryo^™^ CPU Prime cluster, which has a
                        performance CPU core
- Kryo Gold cluster, which has CPU cores with balanced power and
                        performance
- Kryo Silver cluster, which has low power CPU cores for light weight
                        applications
- Common L3 cache

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

Figure : QCS6490/QCS5430 APSS CPU subsystem architecture

The CPU subsystem operates on two power domains, each supplied by a dedicated
                switched mode power supply (SMPS) rail.

The following are the supported power domains:

Table : Power domains and their descriptions

| Power domains | Description |
| --- | --- |
| `VDD_APC0 ` | Power domain for the Silver cluster CPU cores and L3 cache<br>                                    digital circuit |
| `VDD_APC1` | Power domain for the Gold and Prime clusters CPU<br>                                    cores |
| `Chip_MX` | Power domain for the L1, L2, and L3 cache memories |

Note: To know more about CPU core arrangement, see [QCS6490 Data Sheet](https://docs.qualcomm.com/bundle/publicresource/topics/80-23889-1/device-description.html) and [QCS5430 Data Sheet](https://docs.qualcomm.com/bundle/publicresource/topics/80-23889-1/device-description.html).

## QCS9075

The CPU subsystem is composed of two clusters with a dedicated L3 cache.  Each CPU
                core in a cluster has a dedicated L1 and L2 cache. All CPU cores in a cluster
                operate at a similar frequency.

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

Figure : QCS9075 APSS CPU subsystem architecture

The CPU subsystem operates on two power domains, each supplied by a dedicated SMPS
                rail.

The following are the supported power domains:

Table : Power domains and their descriptions

| Power domains | Description |
| --- | --- |
| `VDD_APC0 ` | Power domain for Cluster0 CPU cores and L3 cache digital<br>                                    circuit |
| `VDD_APC1` | Power domain for Cluster1 CPU cores and L3 cache digital<br>                                    circuit |
| `Chip_MX` | Power domain for the L1, L2, and L3 cache memories |

To know more about CPU core arrangement, see [QCS9075 Data Sheet](https://docs.qualcomm.com/bundle/80-73417-1/resource/80-73417-1_REV_AA_QCS9075_Data_Sheet.pdf).

**Parent Topic:** [Power management](https://docs.qualcomm.com/doc/80-70015-30/topic/powermanagement.html)

Last Published: Oct 16, 2024

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