Ext3和Ext4文件系统区别
inode
http://www.cnblogs.com/itech/archive/2012/05/15/2502284.html
Ex3使用15个inode查询数据块,前12个为直接数据块,直接指向存储数据的数据块,接下来分别为一级间接块,二级间接块,三级间接块:
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" alt="" />
其中point本来也是数据块,现在拿来做数据块的索引使用,其中ext3的头文件定义为__u32i_block[EXT3_N_BLOCKS]
最大分区:无符号32位整数,block的范围为2^32,4G,按照每个block的size为4KB,所以为4G*4KB=16TB
最大文件:
前面直接指向12个数据块,一级间接块最大为block size/4,block size为数据块的大小,因为一个索引是4个字节,所以除以4,这样计算下来,
最大的文件可以使用的总块数为12+(block size/4)+(block size/4)^2+(block size/4)^3,设置block size为4KB,约为4T
Ext4
ext4使用48位的数据块索引空间,使用如下数据结构替代inode索引方式:
struct ext3_extent {
__u32 ee_block; /* first logical block extent covers */
__u16 ee_len; /* number of blocks covered by extent */
__u16 ee_start_hi; /* high 16 bits of physical block */
__u32 ee_start; /* low 32 bigs of physical block */
};
这样查找数据的时候不是每个块都建立一个索引,而且使用连续的数据块,分别只是起始位置,以及连续的块数。
这样在大文件的时候,磁盘IO效率以及查找数据块效率上都有很大的提高。
理论上最大分区为2^48*4KB=1EB,目前由于工具限制只能使用16TB
http://os.51cto.com/art/201205/334497_2.htm
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