Zhiyu 发表于 2016-2-26 13:04:34

关于数据加密、解密回调函数

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您好,能 给解释一下数据加、解密回调函数中各个参数的意思吗?

佰锐科技-李友勤 发表于 2016-2-26 14:00:01

您好,在sdk开发文档中有说明
dwUserId: 数据来源用户
ID dwFlags: 数据标志,包括加密、解密以及数据类型等信息
lpInBuf: 输入缓冲区(字节数组)
dwInSize: 输入缓冲区数据大小
lpOutBuf: 输出缓冲区(内核已经分配好内存)
lpOutSize: 输出缓冲区大小(返回实际输出缓冲区大小)
lpUserValue: 用户自定义参数,在设置回调函数时传入

Zhiyu 发表于 2016-2-26 14:24:51

佰锐科技-李友勤 发表于 2016-2-26 14:00
您好,在sdk开发文档中有说明
dwUserId: 数据来源用户
ID dwFlags: 数据标志,包括加密、解密以及数据 ...

这个回调函数是在将数据传输给对方之前调用吗?

佰锐科技-李友勤 发表于 2016-2-26 14:33:02

Zhiyu 发表于 2016-2-26 14:24
这个回调函数是在将数据传输给对方之前调用吗?

是的,在调用这个接口之前需要先开启此功能
内核默认情况下没有开始数据加密、解密功能,若需要触发该回调,则需要调用如下API接口开启:DWORD dwDataEncryption = 1; BRAC_SetSDKOptionInt(BRAC_SO_CORESDK_DATAENCRYPTION, (CHAR*)&dwDataEncryption, sizeof(DWORD));

Zhiyu 发表于 2016-2-26 15:49:03

佰锐科技-李友勤 发表于 2016-2-26 14:33
是的,在调用这个接口之前需要先开启此功能
内核默认情况下没有开始数据加密、解密功能,若需要触发该回 ...

BRAC_SetSDKOptionInt在demo中没有找到,只有BRAC_SetSDKOption,是demo中没有写呢?还是文档写错了呢?

佰锐科技-李友勤 发表于 2016-2-26 16:16:58

Zhiyu 发表于 2016-2-26 15:49
BRAC_SetSDKOptionInt在demo中没有找到,只有BRAC_SetSDKOption,是demo中没有写呢?还是文档写错了呢?

你好,用BRAC_SetSDKOption即可

Zhiyu 发表于 2016-2-26 16:21:16

佰锐科技-李友勤 发表于 2016-2-26 16:16
你好,用BRAC_SetSDKOption即可

您好,我想问一下,假如双方在进行视频通信时,Inbuf表示的是获取的将要发送给对方的视频数据,经过数据处理存入Outbuf中,将Outbuf中的内容发送给对方。这样理解对吗?

佰锐科技-李友勤 发表于 2016-2-26 16:23:24

Zhiyu 发表于 2016-2-26 16:21
您好,我想问一下,假如双方在进行视频通信时,Inbuf表示的是获取的将要发送给对方的视频数据,经过数据 ...

您好,是的~~~~~

Zhiyu 发表于 2016-2-26 16:51:25

佰锐科技-李友勤 发表于 2016-2-26 16:23
您好,是的~~~~~

对方在接收到数据时也会触发这个回调函数,然后Inbuf就是对方发过来的数据,Outbuf就是要播放的视频。是这样的吧?谢谢了~
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