# Frequency management

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/47_Frequency_management.html](https://docs.qualcomm.com/doc/80-88500-4/topic/47_Frequency_management.html)

The frequency control is done through bandwidth vote and memory controller.

Figure : Frequency control in RPMh. The figure provides an overview of frequency control and on a high level, describes the
        flow of votes through different drivers to address the changes, which take place either
        through ARC or memory controller.

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)

- In RPMh frequency management, as there are no minimal frequency votes, the votes cannot be
        sent to the clock driver for frequency changes due to the deprecated API.
- The bus driver passes the average bandwidth (AB) and instantaneous bandwidth (IB), or
        latency votes to BCM.
- The BCM is responsible for aggregating and mapping the settings, coordinating with the
        clock controller and DDR to facilitate the frequency change.
- It also interacts with ARC for any voltage dependency (different operating levels such as
        CX, MX).

## Frequency control – bandwidth vote

Figure : RPMh frequency control through bandwidth votes
        
        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)

1. The bus driver passes the AB and IB, or latency votes to BCM.
2. BCM aggregates the AB, IB values to determine and map them to a clock plan (CP), which
          is indicated by the CP index that provides the bandwidth range.
3. BCM determines the voltage dependencies for the clock plan where the index is available
          and sends the dependencies to ARC to set the operating points. The dependencies are
          managed in regulator management.
4. BCM handshakes with the clock controller to switch the frequency. The clock controller
          updates the frequency.

## Memory controller

Figure : RPMh frequency control for memory and DDR subsystem
        
        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)

- BCM aggregates the two-clock domains associated with DDR\_SS. AOP is leveraged to handle
          memory needs.
- BCM sends the appropriate clock plan index to AOP, which is responsible for coordinating
          the unique requirements to be able to handle voltage domain changes and regulators,
          handling intermediate frequencies, and other so on.
- For voltage-related changes (for voltages like CX, MX and VDDa), AOP makes the
          dependency request to ARC.
- For memory-related updates, AOP uses DDR-AUX as a sequencer offloader to sequence the
          frequency changes with DDR\_SS and clock controller.

## Memory controller – bandwidth vote
![](data:image/png;base64,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)
Figure : RPMh frequency control for memory through bandwidth
          votes

1. BCM aggregates the clock plan.
2. BCM provides the clock plan index to the AOP, which handles the dependencies including
          frequency jumps.
3. AOP sends votes of the dependencies to the ARC.
4. AOP uses the DDR\_AUX to facilitate the frequency change.

**Parent Topic:** [Resource power manager hardening](https://docs.qualcomm.com/doc/80-88500-4/topic/45_RPMh.html)

Last Published: Aug 18, 2023

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