stride可以翻译为:跨距

stride指在内存中每行像素所占的空间。如下图所示,为了实现内存对齐(或者其它的什么原因),每行像素在内存中所占的空间并不是图像的宽度。

plane一般是以luma plane、chroma plane的形式出现,其实就是luma层和chroma层,就像RGB,要用三个plane来存。

最近在做HI5321的一个项目,其中遇到一个关键性的技术问题,我们的图像处理程序需 要的是rgb888格式的图像文件,而我从hi3521获取的视频流是yuv420sp格式的图片帧,问题来了,现在我需要将yuv420sp格式的一帧 图像转换成rgb888格式的图片,其实我的目的是要rgb888图像数据。yuv420sp的yuv分量在内存储存的方式是y分量单独存储,uv分量交 叉存储。好了,可以做了,但是当我打印yuv420sp帧信息的时候发现这个720*576的一帧图片的stride(也就是跨距)居然是768,不解, 知道现在即便我已经成功将yuv420sp的一帧图片转成了bmp位图,我依然不明白这个多出来的768-720=48字节是什么。在没有考虑跨距的情况 下,我直接从yuv分量的地址出读取个分量而后获取rgb数据保存成bmp位图,但bmp完全错乱,哪里出了问题。肯定是跨距,跨距:一定会大于等于帧宽 度并且是4的倍数,720和768之间是4的倍数的数多了,为什么是768?好吧!既然是在不足4的倍数的情况下需要在行末补0,那我权当这48字节就在 每行的末尾。那么在读取yuv分量的时候必定要偏移地址。试一试,bmp果真保存成功,就像抓拍的图片一样,当然其中技术细节大家都知道,yuv换算成 rgb的公式我知道的不少于3个。

写这段记录的目的就是想说这个stride的问题,所以在进行yuv420p,yuv420sp,等视频帧转换时一定要注意跨距stride这个参数。

When a video image is stored in memory, the memory buffer might contain extra padding bytes after each row of pixels. The padding bytes affect how the image is stored in memory, but do not affect how the image is displayed.

The stride is the number of bytes from one row of pixels in memory to the next row of pixels in memory. Stride is also called pitch. If padding bytes are present, the stride is wider than the width of the image, as shown in the following illustration.

Two buffers that contain video frames with equal dimensions can have two different strides. If you process a video image, you must take the stride into account.

In addition, there are two ways that an image can be arranged in memory. In a top-down image, the top row of pixels in the image appears first in memory. In a bottom-up image, the last row of pixels appears first in memory. The following illustration shows the difference between a top-down image and a bottom-up image.

A bottom-up image has a negative stride, because stride is defined as the number of bytes need to move down a row of pixels, relative to the displayed image. YUV images should always be top-down, and any image that is contained in a Direct3D surface must be top-down. RGB images in system memory are usually bottom-up.

Video transforms in particular need to handle buffers with mismatched strides, because the input buffer might not match the output buffer. For example, suppose that you want to convert a source image and write the result to a destination image. Assume that both images have the same width and height, but might not have the same pixel format or the same image stride.

The following example code shows a generalized approach for writing this kind of function. This is not a complete working example, because it abstracts many of the specific details.

下面是一个转换的例子,可以通过它很好的理解

最近拿到了一块液晶显示屏,采用NTSC隔行扫描制式输出图像,其采用的颜色格式为YUV4:2:2的UYVY格式,可是某视频解码器输出的颜色格式是YUV4:2:0的I420格式。那么,就必须在两者之间进行一次转换,其中I420是以平面(planner)格式存放的,而UYVY则是以紧缩(packet)格式存放的。这个转换过程并不复杂,原理如图 1所示。

aaarticlea/png;base64,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" alt="" />

图2中的每一个颜色分量都采用一个字节表示,U0Y0V0Y1这样一个存放序列表示的实际上是两个像素点,总共需要4个字节表示。因此,每一个像素点平均占据的空间是2字节。YUV这种颜色格式的理论依据是HVS(Human Visual System,人类视觉系统)对亮度敏感,而对色度的敏感程度次之。因此通过对每一行像素点的色差分量亚采样来减少所需的存储空间。YUV4:2:2紧缩格式的颜色占据的存储空间是YUV4:4:4格式占据的存储空间的2/3。比如,如果采用YUV4:4:4格式,则每个像素点都需要用三个分量表示,也即需要用3字节表示一个像素点。

代码实现

void rv_csp_i420_uyvy(
uint8_t *y_plane, // Y plane of I420
uint8_t *u_plane, // U plane of I420
uint8_t *v_plane, // V plane of I420
int y_stride, // Y stride of I420, in pixel
int uv_stride, // U and V stride of I420, in pixel
uint8_t *image, // output UYVY image
int width, // image width
int height) // image height
{
int row;
int col;
uint8_t *pImg = image; for (row = ; row < height; row = row+)
{
for (col = ; col < width; col = col+)
{
pImg[] = u_plane[row/ * uv_stride + col/];
pImg[] = y_plane[row * y_stride + col];
pImg[] = v_plane[row/ * uv_stride + col/];
pImg[] = y_plane[row * y_stride + col + ];
pImg += ;
}
}
}

代码好像有点问题,保存的时候没有考虑YUV4:2:2的stride,不过上面的代码已经把原理说的很清除了。

yuv 图像里的stride和plane的解释的更多相关文章

  1. iOS面向编码|iOSVideoToolbox:读写解码回调函数CVImageBufferRef的YUV图像

    iOS面向编码|iOSVideoToolbox:读写解码回调函数CVImageBufferRef的YUV图像 本文档基于H.264的解码,介绍读写Video Toolbox解码回调函数参数CVImag ...

  2. OpenCV Mat格式存储YUV图像

    YUV图像用的比较多,而且YUV图像的格式众多(YUV格式可以参考YUV pixel formats),如何用OpenCV的Mat类型来存储YUV图像也是经常遇到的问题. 对于YUV444图像来说,就 ...

  3. 在YUV图像上根据背景色实现OSD反色

    所谓的OSD其实就是在视频图像上叠加一些字符信息,比如时间,地点,通道号等, 在图像上叠加OSD通常有两种方式: 一种是在前端嵌入式设备上,在图像数据上叠加OSD, 这样客户端这边只需解码显示数据即可 ...

  4. Android显示YUV图像

    需要流畅显示YUV图像需要使用Opengl库调用GPU资源,网上在这部分的资料很少.实际上Android已经为我们提供了相关的Opengl方法 主体过程如下: 1.建立GLSurfaceView 2. ...

  5. luvcview,使用mplayer查看摄像头和luvcview保存YUV图像视频的播放(转)

    luvcview,使用mplayer查看摄像头和luvcview保存YUV图像视频的播放 在mplayer中查看摄像头,可使用如下命令:mplayer tv:// -tv driver=v4l2:in ...

  6. 图像里的"白噪声"——电视机搜不到台时雪花斑点的形成原因

    作者:❄️固态二氧化碳❄️ (主页) 链接:图像里的"白噪声"--电视机搜不到台时雪花斑点的形成原因 - 固态二氧化碳的博客 - CSDN博客 来源:CSDN博客 发表时间:201 ...

  7. Video Toolbox:读写解码回调函数CVImageBufferRef的YUV图像

    本文档基于H.264的解码,介绍读写Video Toolbox解码回调函数参数CVImageBufferRef中的YUV或RGB数据的方法,并给出CVImageBufferRef生成灰度图代码.方便调 ...

  8. 图像处理中Stride和Width的关系

    一行有 11 个像素(Width = 11), 对一个 32 位(每个像素 4 字节)的图像, Stride = 11 * 4 = 44. 但还有个字节对齐的问题, 譬如: 一行有 11 个像素(Wi ...

  9. 图像处理中Stride的理解

    一行有 11 个像素(Width = 11), 对一个 32 位(每个像素 4 字节)的图像, Stride = 11 * 4 = 44. 但还有个字节对齐的问题, 譬如: 一行有 11 个像素(Wi ...

随机推荐

  1. Apache服务器部署ASP.NET网站

    资源罗列: apache如何支持asp.net 用 Apache 发布 ASP.NET 网站

  2. listview滚动时背景闪烁,背景黑或白问题解决

    android在使用listview时出现滚动时背景闪烁,变成背景黑或白的问题这样处理: 1:在布局文件中listview标签中加入: android:cacheColorHint="#00 ...

  3. 浏览器打开应用指定的界面-b

    iOS中提供了两种在浏览器中打开APP的方法: Smart App Banner 和schema协议,这里介绍schema 在实际开发中我们可能会在浏览器中唤醒我们自己的app,就像手机QQ唤醒快报一 ...

  4. 将cocos2dx项目从VS移植到Eclipse

    本文转自:http://www.cnblogs.com/Z-XML/p/3349518.html 引言:我们使用cocos2d-x引擎制作了一款飞行射击游戏,其中创新性地融入了手势识别功能.但是我们在 ...

  5. Python中通过Image的open之后,去show结果打不开bmp图片,无法正常显示图片

    在windows的cmd命令行下,使用Python的PIL库打开并显示一个jpg图片: ? 1 2 3 openedImg = Image.open(saveToFile); print " ...

  6. python re.sub

    python re.sub   python re.sub属于python正则的标准库,主要是的功能是用正则匹配要替换的字符串然后把它替换成自己想要的字符串的方法下面给个例子:import relin ...

  7. node.js + gulp用JENKINS作CI编译

    这里还是有点坑,要注意. 安装NODE.JS不说,GULP绿色化也不说. 但要让JENKINS识别环境变量. /etc/profile.... export NODE_HOME=/usr/local/ ...

  8. edX Devstack 汉化(i18n)

    操练了几日edx Devstack后,发现自己e文还是那么poor,如果和我一样,继续往下看,否则可以轻轻的飘过- 1.运行起 edx Devstack cd /devstack vagrant up ...

  9. WPF中的MatrixTransform

    原文:WPF中的MatrixTransform WPF中的MatrixTransform                                                         ...

  10. Android 带着用户名的SharedPreferences

    /** * 设置当前用户的签到信息 * account&info;account&info * * @param context * @param sign * @author jrj ...