# Foveated Rendering

Foveated rendering is a rendering technique that provides a performance boost by reducing the workload of the GPU in exchange for a loss of some visual fidelity starting at the outer edge of the screen.

To make use of this technique, the Foveated Rendering feature must be enabled in **Project Settings &gt; XR Plug-in Management &gt; OpenXR (&gt; Android Tab) &gt; OpenXR Feature Groups &gt; Snapdragon Spaces &gt; Foveated Rendering**.

![../../_images/enable-foveated-rendering-spaces.png](data:image/png;base64,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)

The Snapdragon Spaces SDK makes use of Fixed Foveated Rendering (FFR) to adjust the image as it is presented to the user on the XR headset. This technique reduces the resolution of the image starting at the edges of vision. As a result, the GPU does less work when rendering each frame. This can improve the framerate resulting in a smoother user experience, and reduce power consumption and device heat.

Note

This feature is currently not available for Android XR devices!

## Feature Settings

![../../_images/foveated-rendering-feature-settings.png](data:image/png;base64,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)

When enabled, the foveation level can be controlled at application startup through the feature setting `Default Foveation Level` and on demand at runtime by calling the static class method `SpacesFoveatedRendering.SetFoveationLevel`. The foveation level can be set to `None`, `Low`, `Medium` or `High`.

| Level | Visuals | Performance |
| --- | --- | --- |
| None | Normal rendered image. | No impact on performance. |
| Low | Visual fidelity reduced at outermost edge of vision. | Slight boost to performance. |
| Medium | Visual fidelity reduced at edge of vision. | Moderate boost to performance. |
| High | Visual fidelity reduced, except in center of vision. | Highest boost to performance. |

Note

- The boost to performance at each level is hardware dependent.
- The degree to which visual fidelity is reduced at each level is hardware dependent.
- It is recommended that developers benchmark the visual changes from enabling foveation themselves. Frame time is a useful metric for assessing the performance impact.

Setting the `Default Foveation Level` applies foveation immediately on application start. This affects rendering in XR immediately and is visible for splash-screens, images, or text displayed on the headset, as soon as the application starts. This is set to `None` by default.

Calling `SetFoveationLevel` at runtime changes the foveation level on request. The chosen level persists until the method is called again.

SpacesFoveatedRendering.SetFoveationLevel(FoveationLevel.Medium);
    Copy to clipboard

Tip

If this method is called on `Start` for a component attached to a GameObject in the scene, this is applied immediately when the scene begins, and after any splash-screens are displayed, if this is the first scene the application opens.

The current foveation level can be queried programmatically by calling the static class method `SpacesFoveatedRendering.TryGetFoveationLevel`.

FoveationLevel foveationLevel;
    if (TryGetFoveationLevel(out foveationLevel))
    {
        ...
    Copy to clipboard

}

The method returns `false` if the `Foveated Rendering` feature is invalid or not enabled. In this case, the out parameter `foveationLevel` is set to `None`.

Note

Foveated rendering is not compatible with the Universal Render Pipeline’s (URP) Camera Stacking feature.

If an application requires both features, consider alternatives to Camera Stacking such as a shared `RenderTexture` or successive rendering with `CameraClearFlags.Nothing`. In this case, foveated rendering is applied only to the first camera rendered: the camera with the lowest `Camera.depth`. Despite this limitation, performance still improves based on the content rendered by the camera.

Last Published: Jun 06, 2025

[Previous Topic
Composition Layers](https://docs.qualcomm.com/bundle/publicresource/80-88642-11/topics/features_compositionlayers.md) [Next Topic
Hand Tracking](https://docs.qualcomm.com/bundle/publicresource/80-88642-11/topics/features_handtracking.md)