# CPU subsystem features

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/39_CPU_subsystem_features.html](https://docs.qualcomm.com/doc/80-88500-4/topic/39_CPU_subsystem_features.html)

Qualcomm^®^ Kryo™ CPU 585 is the CPU subsystem (CPUSS) that supports
    customized 64‑bit Arm v8.2 architecture-compliant octa-core application processor . It operates
    in Prime, Gold and Silver clusters.

The following are the features of Kryo CPU 585:

- Kryo Prime maximum frequency (Fmax): 2.7+ GHz
- Kryo Gold Fmax: 2.23+ GHz
- Kryo Silver Fmax: 1.78 GHz
- Frequency of operation
    - Prime, Gold, Silver, and L3 cache can operate at different frequencies (independently
            controlled)
    - Within the Silver cluster, all four Silver cores and L2 are synchronous
    - Within the Gold cluster, all three Gold cores and L2 are synchronous
    - Prime core and respective L2 are synchronous

The figure shows the power domains (power rail) for Kryo Gold and Silver clusters:
- Kryo Gold and Silver clusters have dedicated, separate power rails
- Prime core and Gold core share VDD\_APC1
- Silver core and L3 logic share VDD\_APC0
- L1 and L2 cache memory cell powered by VDDMX
- Each core can be independently power collapsed

Figure : CPUSS architecture 
      
      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)

**Parent Topic:** [Power](https://docs.qualcomm.com/doc/80-88500-4/topic/38_Power.html)

Last Published: Aug 18, 2023

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