# Features

Source: [https://docs.qualcomm.com/doc/80-70014-20/topic/features.html](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html)

The Adreno VPU provides various video decoding and encoding features. The following table
            lists the features applicable to this platform:

| Use case | Feature | QCS6490 |
| --- | --- | --- |
| Codecs | H.264 (8‑bit decoder) | Yes |
| Codecs | HEVC (8‑bit decoder) | Yes |
| Codecs | HEVC (10‑bit decoder) | Yes |
| Codecs | VP9 (8‑bit decoder) | Yes |
| Codecs | VP9 (10‑bit decoder) | Yes |
| Codecs | H.264 (8‑bit encoder) | Yes |
| Codecs | HEVC (8‑bit encoder) | Yes |
| Features | [B-frame<br>                                    encode](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_gv4_f4s_q1c_eputla_03-06-24-1242-21-896) | Yes |
| Features | [Encoder<br>                                    initial QP override](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_k41_y1t_q1c_eputla_03-06-24-1419-9-910) | Yes |
| Features | [Hierarchical-P encode](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_zvc_1bt_q1c_eputla_03-06-24-1419-46-611) | Yes |
| Features | [Slice<br>                                    encode](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_szx_dbt_q1c_eputla_03-06-24-1420-53-632) | Yes |
| Features | [Intra-refresh](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_wb2_3bt_q1c_eputla_03-06-24-1422-8-48) | Yes |
| Features | [Preprocessing](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_vh4_3bt_q1c_eputla_03-06-24-1422-14-963) | Yes |
| Features | [Rate<br>                                    control](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_tf5_gbt_q1c_eputla_03-06-24-1421-43-813) | Yes |
| Features | [Long<br>                                    term reference (LTR)](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_mpl_nbt_q1c_eputla_03-06-24-1423-41-14) | Yes |
| Features | [Dynamic<br>                                    properties](https://docs.qualcomm.com/doc/80-70014-20/topic/features.html#concept_i4r_c5h_bzb__p_ykm_qbt_q1c_eputla_03-06-24-1424-34-300) | Yes |
| Concurrency | Multi-instance support | Yes |
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## Feature descriptions

The supported decode and encode features are described here.

**B-frame encode**

B-Frame is a type of frame that uses both earlier and future frames as data reference
                to get the highest amount of data compression. The Adreno VPU can encode frames with
                adaptive B type to get the highest possible compression without compromising on the
                video quality.

**Encoder initial QP override**

Video encoding involves mapping signal levels to discrete values that are easily
                compressed. Quantization is a lossy process, and the levels of quantization govern
                the quality versus compression. Encoders typically start with a default Quantization
                Parameter (QP) at the beginning. Based on the configured bit rate and scene
                complexity, encoders try to arrive at the right QP value by continuously monitoring
                the complexity and redundancy across frames. It may take a few seconds for the
                encoder to reach a steady state and predict the right QP value that matches the
                target bit rate (also known as rate convergence).

**Hierarchical-P encode**

With the Hierarchical-P (Hier-P) feature, the encoder organizes the frames into
                multiple layers, with frames of one layer referencing only frames from the lower
                layers as shown in the following figure. The lowest layer, also known as layer 0 or
                the base layer, is the only exception.

Figure : Hier-P layer encoding pattern
                    
                    ![](data:image/jpeg;base64,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)

In the preceding figure, the TL-0 represents the base layer, and the remaining layers
                represent the enhancement layers. Hier-P improves error resilience and temporal
                scalability. The Hier-P feature is useful for video telephony (VT) or video
                conferencing applications that involve channel errors. Hier-P allows you to control
                error propagation by selectively dropping the enhancement layers.

**Slice encode**

Encoders can compress a frame with an independently decodable Group-of-Blocks (GOBs),
                also known as slices. Each slice is independently decodable, and are intended to be
                units of recovery if there is a data loss or corruption. The following are the
                advantages of introducing slices in an encoded frame:
- A corrupt slice can be ignored and skipped to a next slice, thus restricting
                        the corruption to a part of the frame instead of the entire frame.
- Slices can be sized to fit within a network packet to help with
                        transmission.
- Erroneous slices can be retransmitted instead of sending the whole
                        frame.
- Applications can use slices to reduce latency in real-time communication.
                        Slices can be transmitted and decoded in parallel without having to wait for
                        the entire frame to be encoded.

Slices also work as resynchronization markers since the decoders can resume from the
                next slice (marker) when there are bit errors. On the Qualcomm Linux platform, the
                H.264 and HEVC encoders support slicing. A slice boundary can be specified as the
                number of bits per slice or the number of macroblocks per slice.

**Intra refresh**

The intra-refresh feature helps in reducing the channel loss in streaming and casting
                applications that favor a constant bit rate. The Adreno VPU supports random
                intra-refresh mode.

**Video encoder preprocessing**

In cases where a YUV frame must be rotated or flipped, applications can use the
                Adreno VPU to perform the rotation or flip operations before encoding the YUV frame.
                The rotation or flip operation is performed by the Adreno VPU without consuming
                extra power.

**Rate control**

The following table lists the supported rate control algorithms:

| Rate control mode | Description |
| --- | --- |
| Variable bit rate (VBR) | <ul class="ul" id="concept_i4r_c5h_bzb__ul_lbl_151_ybc_eputla_07-03-24-1534-24-945"><br>                                        <li class="li">Minimizes the frame-by-frame video quality<br>                                            fluctuation.</li><br><br>                                        <li class="li">Camcorder and Wi-Fi display are the example use<br>                                            cases</li><br><br>                                    </ul> |
| Constant bit rate (CBR) | <ul class="ul" id="concept_i4r_c5h_bzb__ul_jzb_d51_ybc_eputla_07-03-24-1535-11-535"><br>                                        <li class="li">Reduces bit rate fluctuation</li><br><br>                                        <li class="li">Used for real-time communication with channel bandwidth<br>                                            limitation</li><br><br>                                        <li class="li">Videotelephony and streaming are the example use<br>                                            cases</li><br><br>                                    </ul> |
| Maximum bit rate (MBR) | <ul class="ul" id="concept_i4r_c5h_bzb__ul_v21_j51_ybc_eputla_07-03-24-1536-55-781"><br>                                        <li class="li">Limits the bit rate while maintaining flexibility and<br>                                            may bounce up and down within the set target</li><br><br>                                        <li class="li">Bit rate increases when the activity in a scene<br>                                            increases within a maximum limit</li><br><br>                                        <li class="li">Integrated with a smart bit allocation (SBA) feature, to<br>                                            achieve better quality at a lower bit rate</li><br><br>                                    </ul> |

**Long Term Reference (LTR)                    support**

Video compression works by eliminating redundancies within the frame (intra-frame)
                and between the frames (inter-frame). Previously, the encoded frames that used to
                serve as a basis to derive future frames were known as reference frames.

Following are the two types of reference frames that allow advanced encoding
                applications to control how the reference frames are stored and referred:

- Short Term Reference (STR): Recent frames are maintained in a reference
                        buffer list from the newest to the oldest. The encoder automatically manages
                        frames using STRs for reference and deletes them from a stored list when
                        they are no longer used.
- Long Term Reference (LTR): Frames that the application can save, use, and
                        remove. The LTR frames are used to improve quality and ensure error
                        resiliency in video communication. The maximum number of frames that can be
                        marked with LTR frames depends on the device capability.

LTR frames are useful in error-prone channels. Referring to LTR in error-prone
                channels reduces the chance of drift error due to channel losses. The receiver must
                confirm that the LTR is received successfully and can request a new LTR when an
                error occurs. The network protocols have checksums that can confirm this, along with
                the decoder corruption flags. New LTR frames are generated from the sender until the
                receiver confirms that a successful LTR is received.

LTR frames are also useful in videos with scene changes where an LTR with the
                previous scene can be preserved. If that scene comes back, then the LTR can be used
                effectively.

At the start of the new Group of pictures (GOP), the encoder automatically fills the
                LTR slots, and the first slot (slot# 0) is filled with an IDR frame. However, an
                application can explicitly send an LTR mark request to mark the LTR frames in the
                appropriate slots. The following image shows the flow diagram for LTR usage, and how
                LTR frames can be marked and used on an H.264 or HEVC encoder:

Figure : Long Term Reference encoding
                    
                    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)

**Dynamic encoder properties**

The Adreno VPU encoder supports dynamic change of properties like bit rate, frame
                rate, and sync frame. This support enables the application to seamlessly change the
                properties and helps in improved visual experience, video data adjusting to network
                conditions, and minimize the loss of data during transmission.

## QCS6490 video capabilities and features

The Adreno VPU on the QCS6490 is a sixth-generation Ultra-HD video processing unit
                that comes with the following capabilities:

| Feature | Capability |
| --- | --- |
| Video decode | Up to 4096 × 2160 at 60 fps for H.264/HEVC/VP9 |
| Video encode | Up to 4096 × 2160 at 30 fps for H.264/HEVC |
| Video concurrency | <ul class="ul" id="concept_i4r_c5h_bzb__ul_hyx_rbg_ybc_eputla_07-04-24-902-58-155"><br>                                        <li class="li">1920&nbsp;×&nbsp;1088 at 60&nbsp;fps decode and 1920&nbsp;×&nbsp;1088 at 60&nbsp;fps<br>                                            encode</li><br><br>                                        <li class="li">3840&nbsp;×&nbsp;2160 at 30&nbsp;fps decode and 1920&nbsp;×&nbsp;1088 at 30&nbsp;fps<br>                                            encode</li><br><br>                                        <li class="li">4096&nbsp;×&nbsp;2160 at 30&nbsp;fps encode and 1280&nbsp;×&nbsp;720 at 30&nbsp;fps<br>                                            encode</li><br><br>                                    </ul> |
| High frame rate capture | 1280 × 720 at 480 fps or 1920 × 1088 at 240 fps |
| Maximum macro blocks per second | 2088960<ul class="ul" id="concept_i4r_c5h_bzb__ul_tyw_z2g_ybc_eputla_07-04-24-928-9-27"><br>                                        <li class="li">You can calculate the maximum macroblocks per second<br>                                            using the formula: (aligned width × aligned height ×<br>                                            fps)/(macroblock size). For example,<br>                                            (4096&nbsp;×&nbsp;2176&nbsp;×&nbsp;60)/256&nbsp;=&nbsp;2088960</li><br><br>                                    </ul> |
| 10-bit playback | HEVC and VP9 |

Table : Adreno VPU decoder capabilities

| Decoder standard | Supported profile and level | Minimum/Maximum resolution, Maximum frame rate and<br>                                bit rate | Maximum supported resolution, frame rate, and bit<br>                                rate | Limitations/tools not supported |
| :---: | :---: | :---: | :---: | :---: |
| HEVC | <ul class="ul" id="concept_i4r_c5h_bzb__ul_ljw_cp4_k1c_eputla_02-13-24-1245-31-85"><br>                                    <li class="li">Main profile 8‑bit up to level 5.1</li><br><br>                                    <li class="li">Main profile 10‑bit, up to level 5.1, HLG schemes</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_qsx_mx4_k1c_eputla_02-13-24-1349-23-568"><br>                                    <li class="li"><br>                                        <p class="p">Minimum resolution: 96&nbsp;×&nbsp;96</p><br><br>                                    </li><br><br>                                    <li class="li"><br>                                        <p class="p">Maximum resolution: 4096&nbsp;×&nbsp;2160 or 2160&nbsp;×&nbsp;4096</p><br><br>                                    </li><br><br>                                    <li class="li"><br>                                        <p class="p">Maximum frame rate: 480&nbsp;fps</p><br><br>                                    </li><br><br>                                    <li class="li">Maximum bit rate: 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_iry_qx4_k1c_eputla_02-13-24-1350-34-514"><br>                                    <li class="li">1280&nbsp;×&nbsp;720 at 480&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">1920&nbsp;×&nbsp;1088 at 240&nbsp;fps, 100 Mbps</li><br><br>                                    <li class="li">3840&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">4096&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_a4g_jvy_k1c_eputla_02-14-24-2233-19-36"><br>                                    <li class="li">Maximum 128 slices per frame</li><br><br>                                    <li class="li">Individual slice-based decoding</li><br><br>                                </ul> |
| H.264 | Constrained baseline, baseline, main, high, constrained high<br>                                profiles; up to level 5.2 | <ul class="ul" id="concept_i4r_c5h_bzb__ul_a1t_hy4_k1c_eputla_02-13-24-1355-29-476"><br>                                    <li class="li">Minimum resolution: 96&nbsp;×&nbsp;96</li><br><br>                                    <li class="li">Maximum resolution: 4096&nbsp;×&nbsp;2160 or 2160&nbsp;×&nbsp;4096</li><br><br>                                    <li class="li">Maximum frame rate: 480&nbsp;fps</li><br><br>                                    <li class="li">Maximum bit rate: 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_vyl_my4_k1c_eputla_02-13-24-1356-52-593"><br>                                    <li class="li">1280&nbsp;×&nbsp;720 at 480&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">1920&nbsp;×&nbsp;1088 at 240&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">3840&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">4096&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_hcg_r1p_k1c_eputla_02-13-24-1413-30-459"><br>                                    <li class="li">Flexible macroblock order (FMO)</li><br><br>                                    <li class="li">Arbitrary slice ordering (ASO) </li><br><br>                                    <li class="li">Redundant slices (RS)</li><br><br>                                    <li class="li">Data partition</li><br><br>                                    <li class="li">Maximum 10 slices per frame</li><br><br>                                    <li class="li">Interlaced content is not supported</li><br><br>                                </ul> |
| VP9 | <ul class="ul" id="concept_i4r_c5h_bzb__ul_vcn_1bp_k1c_eputla_02-13-24-1416-13-389"><br>                                    <li class="li">Profile 0; 8‑bit, up to level 5.1</li><br><br>                                    <li class="li">Profile 2; 10‑bit, up to level 5.1 HLG/PQ schemes</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_jsb_cbp_k1c_eputla_02-13-24-1416-40-833"><br>                                    <li class="li">Minimum resolution: 96&nbsp;×&nbsp;96</li><br><br>                                    <li class="li">Maximum resolution: 4096&nbsp;×&nbsp;2160 or 2160&nbsp;×&nbsp;4096</li><br><br>                                    <li class="li">Maximum frame rate: 480&nbsp;fps</li><br><br>                                    <li class="li">Maximum bit rate: 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_lhk_fbp_k1c_eputla_02-13-24-1417-39-361"><br>                                    <li class="li">1280&nbsp;×&nbsp;720 at 480&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">1920&nbsp;×&nbsp;1088 at 240&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">3840&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">4096&nbsp;×&nbsp;2160 at 60&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                </ul> | Profile 2; 12‑bit is not supported |

Table : Adreno VPU encoder capabilities

| Encoder standard | Supported profile and level and RC modes | Minimum/Maximum resolution, maximum frame rate,<br>                                and maximum bit rate | Supported resolution, frame rate, bit rate | Limitations/tools not supported |
| :---: | :---: | :---: | :---: | :---: |
| H.264 | <ul class="ul" id="concept_i4r_c5h_bzb__ul_uts_tbp_k1c_eputla_02-13-24-1421-51-154"><br>                                    <li class="li">Constrained baseline, baseline, main, high, constrained high<br>                                        profiles; up to level 5</li><br><br>                                    <li class="li">VBR, CBR, MBR</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_ubg_xbp_k1c_eputla_02-13-24-1422-52-878"><br>                                    <li class="li">Minimum resolution: 128&nbsp;×&nbsp;128</li><br><br>                                    <li class="li">Maximum resolution: 4096&nbsp;×&nbsp;2160 or 2160&nbsp;×&nbsp;4096</li><br><br>                                    <li class="li">Maximum frame rate: 240&nbsp;fps</li><br><br>                                    <li class="li">Maximum bit rate: 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_p3r_bcp_k1c_eputla_02-13-24-1424-10-795"><br>                                    <li class="li">1280&nbsp;×&nbsp;720 at 240&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">1920&nbsp;×&nbsp;1088 at 120&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">3840&nbsp;×&nbsp;2160 at 30&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">4096&nbsp;×&nbsp;2160 at 30&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                </ul> | None |
| HEVC | <ul class="ul" id="concept_i4r_c5h_bzb__ul_ek1_hcp_k1c_eputla_02-13-24-1425-44-800"><br>                                    <li class="li">Main profile 8‑bit, up to level 5.0</li><br><br>                                    <li class="li">Main/High tier VBR, CBR, MBR</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_qvp_mcp_k1c_eputla_02-13-24-1427-23-118"><br>                                    <li class="li">Minimum resolution: 128&nbsp;×&nbsp;128</li><br><br>                                    <li class="li">Maximum resolution: 4096&nbsp;×&nbsp;2160 or 2160&nbsp;×&nbsp;4096</li><br><br>                                    <li class="li">Maximum frame rate: 240&nbsp;fps</li><br><br>                                    <li class="li">Maximum bit rate: 100&nbsp;Mbps</li><br><br>                                </ul> | <ul class="ul" id="concept_i4r_c5h_bzb__ul_jyd_rcp_k1c_eputla_02-13-24-1428-42-957"><br>                                    <li class="li">1280&nbsp;×&nbsp;720 at 240&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">1920&nbsp;×&nbsp;1088 at 120&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">3840&nbsp;×&nbsp;2160 at 30&nbsp;fps, 100&nbsp;Mbps</li><br><br>                                    <li class="li">4096&nbsp;×&nbsp;2160 at30 fps, 100&nbsp;Mbps</li><br><br>                                </ul> | Vertical tiling is only enabled for frame width ≥<br>                                960 |

Table : Adreno VPU feature description

| Feature | Description | Codecs | Remarks |
| :---: | :---: | :---: | :---: |
| Encoder input color formats | NV12 and QC08C | H.264 and HEVC | – |
| Decoder output color formats | NV12, QC08C, and QC10C | H.264, HEVC, and VP9 | – |
| Rotation | Supports 90, 180, and 270‑degree rotation before encoding the<br>                                    frame | H.264 and HEVC | Supports static rotation only |
| Flip | Supports horizontal and vertical flip before encoding the<br>                                    frame | H.264 and HEVC | Supports static and dynamic flip |
| B-frame encode | Up to 1920 × 1088 at 60 fps encode | H.264 and HEVC | The maximum number of B-frames supported between two P-frames<br>                                    is one |
| Hierarchical-P encode | Up to 5 layers | H.264 and HEVC | – |
| Initial QP override | Supported for I, P and B-frames | H.264 and HEVC | – |
| Slice encode | Yes | H.264 and HEVC | The slice boundary is supported based on the number of bits<br>                                    per slice or the number of macroblocks per slice |
| Intra refresh | Random refresh mode | H.264 and HEVC | <ul class="ul" id="concept_i4r_c5h_bzb__ul_ibz_hy4_41c_eputla_02-27-24-2109-56-671"><br>                                        <li class="li">Supported only in 8‑bit encoding </li><br><br>                                        <li class="li">Supported only in the CBR RC mode</li><br><br>                                    </ul> |
| Rate control | CBR, VBR, and MBR | H.264 and HEVC | – |
| Long term reference (LTR) | Two frames | H.264 and HEVC | Supports only in the CBR RC mode |
| Dynamic properties for encoder | Sync frame, bit rate, and fps | H.264 and HEVC | – |
| Multichannel support | Up to 16 instances | H.264, HEVC, and VP9 | Subject to maximum macroblock capability |

Last Published: Jul 12, 2024

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