# 执行蓝牙 A2DP 源设备功能

Source: [https://docs.qualcomm.com/doc/80-70015-13SC/topic/perform-a2dp-source-functions.html](https://docs.qualcomm.com/doc/80-70015-13SC/topic/perform-a2dp-source-functions.html)

可以使用 `a2dp_source_menu` 选项执行 A2DP 源设备功能。

在开始之前，设置设备并转到 A2DP 源设备菜单，如[为 A2DP 功能设置设备](https://docs.qualcomm.com/doc/80-70015-13SC/topic/set-up-a2dp.html#set-up-a2dp__section_j44_jzy_kcc_navyanka_08-18-24-2110-52-709)所述。

## 连接到 A2DP 源设备

要连接到 A2DP 源设备，可运行以下命令：

    connect <bt_address>Copy to clipboard

**参数**

`<bt_address>` 是对端设备的蓝牙地址。

**示例**

要连接到蓝牙地址为 `20:19:d8:36:90:40` 的对端设备，可运行以下命令：

    connect 20:19:d8:36:90:40Copy to clipboard

**示例输出**

![](data:image/png;base64,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)

## 设置编解码器的采样率

要设置编解码器的采样率，可运行以下命令：

    codec_list <codec1,param1,param2....,codec2,param1,param2....>Copy to clipboard

**参数**

`<codec1,param1,param2....,codec2,param1,param2....>` 是具有相应参数的编解码器列表。

**示例**

- 要将 SBC 和 AAC 编解码器的采样率设置为 48 kHz，可运行以下命令：

        [codec_list sbc,48,16,joint,16,8,loud,250,2 ] [codec_list aac,48,16,stereo,128,195000 ]Copy to clipboard
- 要将 SBC 和 AAC 编解码器的采样率设置为 44.1 kHz，可运行以下命令：

        [codec_list sbc,44.1,16,joint,16,8,loud,250,2 ] [codec_list aac,44.1,16,stereo,128,195000 ]Copy to clipboard

## 播放 DUT 中的歌曲

要播放 DUT 中的歌曲，执行以下操作：

1. 打开命令提示窗口。
2. 将 WAV 或 MP3 文件推送到 DUT。
3. 按如下方式播放音频： 
Note: DUT 不支持音频播放器。使用 `paplay` 命令播放音乐。

    - 要播放 PCM 样本，可运行以下命令：

            paplay <wav_filepath> --device=<device_name>Copy to clipboard

        **参数**

        - `<wav_filepath>` 是要播放的 WAV 文件的文件路径。
        - `<device_name>` 是播放设备的名称。
    - 要播放 MP3 等压缩音频文件，可运行以下命令：

            paplay -d offload0 --encoding=<format> --raw <audio_filepath>Copy to clipboard

        **参数**

        - `<audio_filepath>` 是要播放的 MP3 文件的文件路径。
        - `<format>` 是音频文件格式。

        **示例**

        要播放 MP3 音频文件 `/tmp/Chogada.mp3`，可运行以下命令：

            paplay -d offload0 --encoding=mpeg --raw /tmp/Chogada.mp3Copy to clipboard

        **示例输出**

        ![](data:image/png;base64,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)

## 设置绝对音量

要设置绝对音量，可运行以下命令：

    avrcp_setabsolutevol <volstep>Copy to clipboard

**参数**

`<volstep>` 是音量级别。它的值范围为 0 到 15。

**示例**

要将绝对音量设置为级别 15，可运行以下命令：

    avrcp_setabsolutevol 15Copy to clipboard

**示例输出**

![](data:image/png;base64,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)

Note: 要设置绝对音量，DUT 和对端设备必须支持绝对音量功能。

## 增大音量

要将音量增大 1 个级别，可运行以下命令：

    avrcp_sendvolupdown 1Copy to clipboard

**示例输出**

![](data:image/png;base64,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)

Note: 要提高音量，DUT 和对端设备必须支持音量增大功能。

## 减小音量

要将音量减小 1 个级别，可运行以下命令：

    avrcp_sendvolupdown 0Copy to clipboard

**示例输出**

![](data:image/png;base64,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)

Note: 要减小音量，DUT 和对端设备必须支持音量减小功能。

## 断开 A2DP 源设备的连接

要断开 A2DP 源设备的连接，可运行以下命令：

    disconnect <bt_address>Copy to clipboard

**参数**

`<bt_address>` 是对端设备的蓝牙地址。

**示例**

要断开蓝牙地址为 `20:19:d8:36:90:40` 的对端设备的连接，可运行以下命令：

    disconnect 20:19:d8:36:90:40Copy to clipboard

**示例输出**

![](data:image/png;base64,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)

**Parent Topic:** [高级音频传输 Profile](https://docs.qualcomm.com/doc/80-70015-13SC/topic/set-up-a2dp.html)

Last Published: Nov 20, 2024

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执行蓝牙 A2DP 接收设备功能](https://docs.qualcomm.com/bundle/publicresource/80-70015-13SC/topics/perform-a2dp-sink-functions.md)