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技术 2022年11月10日
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前言

我们都知道,在进行J2ME的手机应用程序开发的时候,在图片的使用上,我们可以使用PNG格式的图片(甚至于在有的手机上,我们只可以使用PNG 格式的图片),尽管使用图片可以为我们的应用程序增加不少亮点,然而,只支持PNG格式的图片却又限制了我们进一步发挥的可能性(其实,应该说是由于手机 平台上的处理能力有限)。 在MIDP2中,或者某些厂商(如NOKIA)提供的API中,提供了drawPixels/getPixels的方法,这些方法进一步提高了开发者处理 图片的灵活性,然而,在MIDP2还未完全普及的今天,我们需要在MIDP1 .0中实现这类方法还属于异想天开,因此,为了实现更高级的应用,我们必须充分挖掘PNG的潜力。

PNG的文件结构

对于一个PNG文件来说,其文件头总是由位固定的字节来描述的:

十进制数 137 80 78 71 13 10 26 10
十六进制数 89 50 4E 47 0D 0A 1A 0A

其中第一个字节0x89超出了ASCII字符的范围,这是为了避免某些软件将PNG文件当做文本文件来处理。文件中剩余的部分由3个以上的PNG的数据块(Chunk)按照特定的顺序组成,因此,一个标准的PNG文件结构应该如下:

PNG文件标志 PNG数据块 …… PNG数据块

PNG数据块(Chunk)

PNG定义了两种类型的数据块,一种是称为关键数据块(critical chunk),这是标准的数据块,另一种叫做辅助数据块(ancillary chunks),这是可选的数据块。关键数据块定义了4个标准数据块,每个PNG文件都必须包含它们,PNG读写软件也都必须要支持这些数据块。虽然 PNG文件规范没有要求PNG编译码器对可选数据块进行编码和译码,但规范提倡支持可选数据块。

下表就是PNG中数据块的类别,其中,关键数据块部分我们使用深色背景加以区分。

PNG文件格式中的数据块
数据块符号 数据块名称 多数据块 可选否 位置限制
IHDR 文件头数据块 第一块
cHRM 基色和白色点数据块 在PLTE和IDAT之前
gAMA 图像γ数据块 在PLTE和IDAT之前
sBIT 样本有效位数据块 在PLTE和IDAT之前
PLTE 调色板数据块 在IDAT之前
bKGD 背景颜色数据块 在PLTE之后IDAT之前
hIST 图像直方图数据块 在PLTE之后IDAT之前
tRNS 图像透明数据块 在PLTE之后IDAT之前
oFFs (专用公共数据块) 在IDAT之前
pHYs 物理像素尺寸数据块 在IDAT之前
sCAL (专用公共数据块) 在IDAT之前
IDAT 图像数据块 与其他IDAT连续
tIME 图像最后修改时间数据块 无限制
tEXt 文本信息数据块 无限制
zTXt 压缩文本数据块 无限制
fRAc (专用公共数据块) 无限制
gIFg (专用公共数据块) 无限制
gIFt (专用公共数据块) 无限制
gIFx (专用公共数据块) 无限制
IEND 图像结束数据 最后一个数据块

为了简单起见,我们假设在我们使用的PNG文件中,这4个数据块按以上先后顺序进行存储,并且都只出现一次。

数据块结构

PNG文件中,每个数据块由4个部分组成,如下:

名称 字节数 说明
Length (长度) 4字节 指定数据块中数据域的长度,其长度不超过(231-1)字节
Chunk Type Code (数据块类型码) 4字节 数据块类型码由ASCII字母(A-Z和a-z)组成
Chunk Data (数据块数据) 可变长度 存储按照Chunk Type Code指定的数据
CRC (循环冗余检测) 4字节 存储用来检测是否有错误的循环冗余码

CRC(cyclic redundancy check)域中的值是对Chunk Type Code域和Chunk Data域中的数据进行计算得到的。CRC具体算法定义在ISO 3309和ITU-T V.42中,其值按下面的CRC码生成多项式进行计算:

x32+x26+x23+x22+x16+x12+x11+x10+x8+x7+x5+x4+x2+x+1

下面,我们依次来了解一下各个关键数据块的结构吧。

IHDR

文件头数据块IHDR(header chunk):它包含有PNG文件中存储的图像数据的基本信息,并要作为第一个数据块出现在PNG数据流中,而且一个PNG数据流中只能有一个文件头数据块。

文件头数据块由13字节组成,它的格式如下表所示。

域的名称 字节数 说明
Width 4 bytes 图像宽度,以像素为单位
Height 4 bytes 图像高度,以像素为单位
Bit depth 1 byte 图像深度:
索引彩色图像:1,2,4或8
灰度图像:1,2,4,8或16
真彩色图像:8或16
ColorType 1 byte 颜色类型:
0:灰度图像, 1,2,4,8或16
2:真彩色图像,8或16
3:索引彩色图像,1,2,4或8
4:带α通道数据的灰度图像,8或16
6:带α通道数据的真彩色图像,8或16
Compression method 1 byte 压缩方法(LZ77派生算法)
Filter method 1 byte 滤波器方法
Interlace method 1 byte 隔行扫描方法:
0:非隔行扫描
1: Adam7(由Adam M. Costello开发的7遍隔行扫描方法)

比如,我用vim打开的一张1920*1080的png图片16进制代码如图

<img src="https://www.shuzhiduo.com/A/6pdDlVVXdw/data:image/png;base64,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" alt="" width="398" height="192" />

开头的89 50 4E 47 0D 0A 1A 0A即代表是一张png图片,第二行的前8个字节代表宽与高1920(0000 0780)*1080(00000438)

由于我们研究的是手机上的PNG,因此,首先我们看看MIDP1.0对所使用PNG图片的要求吧:

  • 在MIDP1.0中,我们只可以使用1.0版本的PNG图片。并且,所以的PNG关键数据块都有特别要求:
    IHDR
  • 文件大小:MIDP支持任意大小的PNG图片,然而,实际上,如果一个图片过大,会由于内存耗尽而无法读取。
  • 颜色类型:所有颜色类型都有被支持,虽然这些颜色的显示依赖于实际设备的显示能力。同时,MIDP也能支持alpha通道,但是,所有的alpha通道信息都会被忽略并且当作不透明的颜色对待。
  • 色深:所有的色深都能被支持。
  • 压缩方法:仅支持压缩方式0(deflate压缩方式),这和jar文件的压缩方式完全相同,所以,PNG图片数据的解压和jar文件的解压可以使用相同的代码。(其实这也就是为什么J2ME能很好的支持PNG图像的原因:))
  • 滤波器方法:尽管在PNG的白皮书中仅定义了方法0,然而所有的5种方法都被支持!
  • 隔行扫描:虽然MIDP支持0、1两种方式,然而,当使用隔行扫描时,MIDP却不会真正的使用隔行扫描方式来显示。
  • PLTE chunk:支持
  • IDAT chunk:图像信息必须使用5种过滤方式中的方式0 (None, Sub, Up, Average, Paeth)
  • IEND chunk:当IEND数据块被找到时,这个PNG图像才认为是合法的PNG图像。
  • 可选数据块:MIDP可以支持下列辅助数据块,然而,这却不是必须的。

    bKGD cHRM gAMA hIST iCCP iTXt pHYs
    sBIT sPLT sRGB tEXt tIME tRNS zTXt

关于更多的信息,可以参考http://www.w3.org/TR/REC-png.html

PLTE

调色板数据块PLTE(palette chunk)包含有与索引彩色图像(indexed-color image)相关的彩色变换数据,它仅与索引彩色图像有关,而且要放在图像数据块(image data chunk)之前。

PLTE数据块是定义图像的调色板信息,PLTE可以包含1~256个调色板信息,每一个调色板信息由3个字节组成:

颜色

字节

意义

Red

1 byte

0 = 黑色, 255 = 红

Green

1 byte

0 = 黑色, 255 = 绿色

Blue

1 byte

0 = 黑色, 255 = 蓝色

因此,调色板的长度应该是3的倍数,否则,这将是一个非法的调色板。

对于索引图像,调色板信息是必须的,调色板的颜色索引从0开始编号,然后是1、2……,调色板的颜色数不能超过色深中规定的颜色数(如图像色深为4的时候,调色板中的颜色数不可以超过2^4=16),否则,这将导致PNG图像不合法。

真彩色图像和带α通道数据的真彩色图像也可以有调色板数据块,目的是便于非真彩色显示程序用它来量化图像数据,从而显示该图像。

IDAT

图像数据块IDAT(image data chunk):它存储实际的数据,在数据流中可包含多个连续顺序的图像数据块。

IDAT存放着图像真正的数据信息,因此,如果能够了解IDAT的结构,我们就可以很方便的生成PNG图像。

IEND

图像结束数据IEND(image trailer chunk):它用来标记PNG文件或者数据流已经结束,并且必须要放在文件的尾部。

如果我们仔细观察PNG文件,我们会发现,文件的结尾12个字符看起来总应该是这样的:

00 00 00 00 49 45 4E 44 AE 42 60 82

不难明白,由于数据块结构的定义,IEND数据块的长度总是0(00 00 00 00,除非人为加入信息),数据标识总是IEND(49 45 4E 44),因此,CRC码也总是AE 42 60 82。

实例研究PNG

以下是由Fireworks生成的一幅图像,图像大小为8*8,为了方便大家观看,我们将图像放大:

使用UltraEdit32打开该文件,如下:
00000000~00000007:

可以看到,选中的头8个字节即为PNG文件的标识。

接下来的地方就是IHDR数据块了:

00000008~00000020:

  • 00 00 00 0D 说明IHDR头块长为13
  • 49 48 44 52 IHDR标识
  • 00 00 00 08 图像的宽,8像素
  • 00 00 00 08 图像的高,8像素
  • 04 色深,2^4=16,即这是一个16色的图像(也有可能颜色数不超过16,当然,如果颜色数不超过8,用03表示更合适)
  • 03 颜色类型,索引图像
  • 00 PNG Spec规定此处总为0(非0值为将来使用更好的压缩方法预留),表示使压缩方法(LZ77派生算法)
  • 00 同上
  • 00 非隔行扫描
  • 36 21 A3 B8 CRC校验

00000021~0000002F:

可选数据块sBIT,颜色采样率,RGB都是256(2^8=256)

00000030~00000062:

这里是调色板信息

  • 00 00 00 27 说明调色板数据长为39字节,既13个颜色数
  • 50 4C 54 45 PLTE标识
  • FF FF 00 颜色0
  • FF ED 00 颜色1
  • …… ……
  • 09 00 B2 最后一个颜色,12
  • 5F F5 BB DD CRC校验

00000063~000000C5:

这部分包含了pHYs、tExt两种类型的数据块共3块,由于并不太重要,因此也不再详细描述了。

000000C0~000000F8:

以上选中部分是IDAT数据块

  • 00 00 00 27 数据长为39字节
  • 49 44 41 54 IDAT标识
  • 78 9C…… 压缩的数据,LZ77派生压缩方法
  • DA 12 06 A5 CRC校验

IDAT中压缩数据部分在后面会有详细的介绍。

000000F9~00000104:

IEND数据块,这部分正如上所说,通常都应该是

00 00 00 00 49 45 4E 44 AE 42 60 82

至此,我们已经能够从一个PNG文件中识别出各个数据块了。由于PNG中规定除关键数据块外,其它的辅助数据块都为可选部分,因此,有了这个标准
后,我们可以通过删除所有的辅助数据块来减少PNG文件的大小。(当然,需要注意的是,PNG格式可以保存图像中的层、文字等信息,一旦删除了这些辅助数
据块后,图像将失去原来的可编辑性。)

删除了辅助数据块后的PNG文件,现在文件大小为147字节,原文件大小为261字节,文件大小减少后,并不影响图像的内容。

其实,我们可以通过改变调色板的色值来完成一些又趣的事情,比如说实现云彩/水波的流动效果,实现图像的淡入淡出效果等等,在此,给出一个链接给大家看也许更直接:http://blog.csdn.net/flyingghost/archive/2005/01/13/251110.aspx,我写此文也就是受此文的启发的。

如上说过,IDAT数据块是使用了LZ77压缩算法生成的,由于受限于手机处理器的能力,因此,如果我们在生成IDAT数据块时仍然使用LZ77压
缩算法,将会使效率大打折扣,因此,为了效率,只能使用无压缩的LZ77算法,关于LZ77算法的具体实现,此文不打算深究,如果你对LZ77算法的
JAVA实现有兴趣,可以参考以下两个站点:

PNG文件结构分析(下:在手机上生成PNG文件)

(已阅读

次)

上面我们已经对PNG的存储格式有了了解,因此,生成PNG图片只需要按照以上的数据块写入文件即可。

(由于IHDR、PLTE的结构都非常简单,因此,这里我们只是重点讲一讲IDAT的生成方法,IHDR和PLTE的数据内容都沿用以上的数据内容)

问题确实是这样的,我们知道,对于大多数的图形文件来说,我们都可以将实际的图像内容映射为一个二维的颜色数组,对于上面的PNG文件,由于它用的是16色的调色板(实际是13色),因此,对于图片的映射可以如下:

(调色板对照图)

12 11 10 9 8 7 6 5
11 10 9 8 7 6 5 4
10 9 8 7 6 5 4 3
9 8 7 6 5 4 3 2
8 7 6 5 4 3 2 1
7 6 5 4 3 2 1 0
6 5 4 3 2 1 0 0
5 4 3 2 1 0 0 0

PNG Spec中指出,如果PNG文件不是采用隔行扫描方法存储的话,那么,数据是按照行(ScanLine)来存储的,为了区分第一行,PNG规定在每一行的前面加上0以示区分,因此,上面的图像映射应该如下:

0 12 11 10 9 8 7 6 5
0 11 10 9 8 7 6 5 4
0 10 9 8 7 6 5 4 3
0 9 8 7 6 5 4 3 2
0 8 7 6 5 4 3 2 1
0 7 6 5 4 3 2 1 0
0 6 5 4 3 2 1 0 0
0 5 4 3 2 1 0 0 0

另外,需要注意的是,由于PNG在存储图像时为了节省空间,因此每一行是按照位(Bit)来存储的,而并不是我们想象的字节(Byte),如果你没有忘记的话,我们的IHDR数据块中的色深就指明了这一点,所以,为了凑成PNG所需要的IDAT,我们的数据得改成如下:

0 203 169 135 101
0 186 152 118 84
0 169 135 101 67
0 152 118 84 50
0 135 101 67 33
0 118 84 50 16
0 101 67 33 0
0 84 50 16 0

最后,我们对这些数据进行LZ77压缩就可以得到IDAT的正确内容了。

然而,事情并不是这么简单,因为我们研究的是手机上的PNG,如果需要在手机上完成LZ77压缩工作,消耗的时间是可想而知的,因此,我们得再想办法加减少压缩时消耗的时间。

好在LZ77也提供了无压缩的压缩方法(奇怪吧?),因此,我们只需要简单的使用无压缩的方式写入数据就可以了,这样虽然浪费了空间,却换回了时间!

好了,让我们看一看怎么样凑成无压缩的LZ77压缩块:

字节 意义
0~2 压缩信息,固定为0x78, 0xda, 0x1
3~6 压缩块的LEN和NLEN信息
压缩的数据
最后4字节 Adler32信息

其中的LEN是指数据的长度,占用两个字节,对于我们的图像来说,第一个Scan Line包含了5个字节(如第一行的0, 203, 169,
135, 101),所以LEN的值为5(字节/行) * 8(行) = 40(字节),生成字节为28
00(低字节在前),NLEN是LEN的补码,即NLEN = LEN ^ 0xFFFF,所以NLEN的为 D7 FF,Adler32信息为24
A7 0B
A4(具体算法见源程序),因此,按照这样的顺序,我们生成IDAT数据块,最后,我们将IHDR、PLTE、IDAT和IEND数据块写入文件中,就可
以得到PNG文件了,如图:

(选中的部分为生成的“压缩”数据)

至此,我们已经能够采用最快的时间将数组转换为PNG图片了。

参考资料:

PNG文件格式白皮书:http://www.w3.org/TR/REC-png.html
为数不多的中文PNG格式说明:http://dev.gameres.com/Program/Visual/Other/PNGFormat.htm
RFC-1950(ZLIB Compressed Data Format Specification):ftp://ds.internic.net/rfc/rfc1950.txt
RFC-1950(DEFLATE Compressed Data Format Specification):ftp://ds.internic.net/rfc/rfc1951.txt
LZ77算法的JAVA实现:http://jazzlib.sourceforge.net/
LZ77算法的JAVA实现,包括J2ME版本:http://www.jcraft.com/jzlib/index.html

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