# Architecture

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 balance the power
consumption and performance of the device.

> 
> 
> Tab QCS6490/QCS5430
> Tab QCS9075
> Tab QCS8275
> 
> 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 lightweight applications
> - Common L3 cache
> 
> 
> 
> ![../../_images/cpu_arch_qcs6490_updated_1.png](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 digital circuit |
> > | `VDD_APC1` | Power domain for the Gold and Prime clusters CPU 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).
> 
> The CPU subsystem is composed of two clusters with a dedicated L3 cache for each cluster.
> Each CPU core in a cluster has a dedicated L1 and L2 cache. All CPU
> cores in a cluster operate at a similar frequency.
> 
> ![../../_images/cpu_arch_qcs9075.png](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 circuit |
> | `VDD_APC1` | Power domain for Cluster1 CPU cores and L3 cache digital 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).
> 
> > 
> > 
> > > 
> > > 
> > > 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:
> 
> 
> - Kryo Prime cluster with performance CPU cores
> - Kryo Gold cluster, which has CPU cores with balanced power and performance
> - Kryo Silver cluster, which has low power CPU cores for lightweight applications
> - Silver cluster has a dedicated L3 cache
> - Gold and Prime clusters share a dedicated L3 cache
> 
> ![../../_images/cpu_arch_qcs8275.png](data:image/png;base64,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)
> 
>     **Figure : QCS8275 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 the Gold and Prime cluster CPU cores and L3 cache digital circuit |
>     | `VDD_APC1` | Power domain for the Silver cluster CPU cores and L3 cache digital circuit |
>     | `Chip_MX` | Power domain for the L1, L2, and L3 cache memories |
> 
> 
> 
> 
> > 
> > 
> > To know more about CPU core arrangement, see [QCS8275 Data
> > Sheet](https://docs.qualcomm.com/bundle/publicresource/topics/80-73475-1/device-description.html).

Last Published: Jan 26, 2025

[Previous Topic
Getting started](https://docs.qualcomm.com/bundle/publicresource/80-70017-30/topics/get-started.md) [Next Topic
Power states and features](https://docs.qualcomm.com/bundle/publicresource/80-70017-30/topics/powerfeatures.md)