x86 - 使用 int 13h 读取比轨道上更多的扇区

Question

int 13h 与 ah=02h 的顺序是什么将读取从 (C, H, S) 开始的 19 扇区= (0, 0, 1) 提供了 2 个磁头的(软盘)磁盘几何结构，每磁道 18 个扇区，每面 80 个磁道。

或者，更一般地说，当它到达磁道 0 的末尾，磁头 0 时会发生什么？它会进入 track 1 还是 head 1？在这种情况下它还能正常工作吗？

编辑:等等……这实际上是小时、分钟、秒吗？如果我们到达轨道的末端(S 大于 18)，那么 H 会增加吗？

Answer 1

现代 BIOS 支持多轨¹ 读写的概念。如果您读或写超过轨道的末尾，它将继续跟随下一个轨道。为了与最广泛的 BIOS(旧的和新的)阵列最兼容，您可能希望考虑不跨磁道边界读取或写入。

对于每磁道 18 个扇区/2 个磁头/80 个柱面的驱动器几何结构(3.5"1.44MB 软盘)，CHS(0,0,18) 之后的扇区是 CHS(0,1,1)。到达后CHS(0,1,18) 的扇区下一个是 CHS(1,0,1)。在某种程度上，这类似于 HH:MM:SS。

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根据您的驱动器几何结构，总共有 2880(80*2*18) 个扇区。如果将扇区编号为 0 到 2879(含)，则它们称为逻辑 block 地址 (LBA)。

Int 13h/ah=2采用 CHS 值。您可以使用以下公式(或等效公式)将 LBA 转换为 CHS 值:

C = (LBA ÷ SPT) ÷ HPC
H = (LBA ÷ SPT) mod HPC
S = (LBA mod SPT) + 1

HPC = Heads per cylinder (aka Number of Heads)
SPT = Sectors per Track, 
LBA = logical block address

"mod" is the modulo operator (to get the remainder of a division)

我在另一个 Stackoverflow answer 中写了更多关于 LBA 到 CHS 计算的内容在 LBA 到 CHS 的翻译 部分。如果您使用这些计算创建了一个表，则编号将如下所示:

LBA =    0:   CHS = ( 0,  0,  1)
LBA =    1:   CHS = ( 0,  0,  2)
LBA =    2:   CHS = ( 0,  0,  3)
LBA =    3:   CHS = ( 0,  0,  4)
LBA =    4:   CHS = ( 0,  0,  5)
LBA =    5:   CHS = ( 0,  0,  6)
LBA =    6:   CHS = ( 0,  0,  7)
LBA =    7:   CHS = ( 0,  0,  8)
LBA =    8:   CHS = ( 0,  0,  9)
LBA =    9:   CHS = ( 0,  0, 10)
LBA =   10:   CHS = ( 0,  0, 11)
LBA =   11:   CHS = ( 0,  0, 12)
LBA =   12:   CHS = ( 0,  0, 13)
LBA =   13:   CHS = ( 0,  0, 14)
LBA =   14:   CHS = ( 0,  0, 15)
LBA =   15:   CHS = ( 0,  0, 16)
LBA =   16:   CHS = ( 0,  0, 17)
LBA =   17:   CHS = ( 0,  0, 18)
LBA =   18:   CHS = ( 0,  1,  1)
LBA =   19:   CHS = ( 0,  1,  2)
LBA =   20:   CHS = ( 0,  1,  3)
LBA =   21:   CHS = ( 0,  1,  4)
LBA =   22:   CHS = ( 0,  1,  5)
LBA =   23:   CHS = ( 0,  1,  6)
LBA =   24:   CHS = ( 0,  1,  7)
LBA =   25:   CHS = ( 0,  1,  8)
LBA =   26:   CHS = ( 0,  1,  9)
LBA =   27:   CHS = ( 0,  1, 10)
LBA =   28:   CHS = ( 0,  1, 11)
LBA =   29:   CHS = ( 0,  1, 12)
LBA =   30:   CHS = ( 0,  1, 13)
LBA =   31:   CHS = ( 0,  1, 14)
LBA =   32:   CHS = ( 0,  1, 15)
LBA =   33:   CHS = ( 0,  1, 16)
LBA =   34:   CHS = ( 0,  1, 17)
LBA =   35:   CHS = ( 0,  1, 18)
LBA =   36:   CHS = ( 1,  0,  1)
LBA =   37:   CHS = ( 1,  0,  2)
LBA =   38:   CHS = ( 1,  0,  3)
LBA =   39:   CHS = ( 1,  0,  4)
LBA =   40:   CHS = ( 1,  0,  5)
LBA =   41:   CHS = ( 1,  0,  6)

... [snip] ...

LBA = 2859:   CHS = (79,  0, 16)
LBA = 2860:   CHS = (79,  0, 17)
LBA = 2861:   CHS = (79,  0, 18)
LBA = 2862:   CHS = (79,  1,  1)
LBA = 2863:   CHS = (79,  1,  2)
LBA = 2864:   CHS = (79,  1,  3)
LBA = 2865:   CHS = (79,  1,  4)
LBA = 2866:   CHS = (79,  1,  5)
LBA = 2867:   CHS = (79,  1,  6)
LBA = 2868:   CHS = (79,  1,  7)
LBA = 2869:   CHS = (79,  1,  8)
LBA = 2870:   CHS = (79,  1,  9)
LBA = 2871:   CHS = (79,  1, 10)
LBA = 2872:   CHS = (79,  1, 11)
LBA = 2873:   CHS = (79,  1, 12)
LBA = 2874:   CHS = (79,  1, 13)
LBA = 2875:   CHS = (79,  1, 14)
LBA = 2876:   CHS = (79,  1, 15)
LBA = 2877:   CHS = (79,  1, 16)
LBA = 2878:   CHS = (79,  1, 17)
LBA = 2879:   CHS = (79,  1, 18)

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脚注:

¹多轨支持并不意味着磁盘访问可以跨柱面。多轨磁盘访问必须在同一柱面上开始和结束。