梦幻的彼岸 发表于 2023-12-6 17:44:59

[IDA使用技巧]#165: 定义浮点数据

本帖最后由 梦幻的彼岸 于 2023-12-7 15:49 编辑

翻译:梦幻的彼岸原文地址:https://hex-rays.com/blog/igors-tip-of-the-week-165-defining-floating-point-data/
IDA 支持不同的指令操作数和数据项表示法。不过,只有最常用的才会在右键菜单中列出或分配热键。想象一下,你在固件二进制文件中发现了一个看起来像浮点数值表的区域:
您可以通过切换十六进制视图中的表示来确认它看起来是否合理: 但在反汇编中,它只是普通的十六进制字节:如何制作精美的浮点数值表?您有两种选择:
[*]创建整数项或整数数组 (本例中为 dwords) 然后将其表示法更改为 floating-point(浮点数) (Edit > Operand type > Number > Floating point):

[*]使用Options > Setup data types… 对话框(快捷键 Alt–D)可直接创建浮点数据. 按住Alt键位,按钮对应的字符串相应字母会出现下划线,此时按相应的字母,则相当于按下对应的按钮(如 F 表示Float(浮点)或 U 表示Double(双精度浮点数)),可以快速选择要创建的数据项:

像往常一样,创建一个项目后,可以使用 * 来创建一个数组

注:Tbyte(又称 ten-byte)对应于原始 8087 浮点协处理器及其后继者中使用的传统 80 位扩展精度格式。除了传统的 DOS 或 Windows 软件外,很少使用这种格式。

chinasmu 发表于 2023-12-7 08:48:32

F5的伪代码里可以修改吗?发现有的ida版本能直接识别成float,有的识别不了

reveriexue 发表于 2023-12-7 09:52:44

看到这一堆数字头就大了~

GCC_Kill 发表于 2023-12-7 11:21:34

. 按下带下划线的加速键(如 F 表示Float(浮点)或 U 表示Double(双精度浮点数)),可以快速选择要创建的数据项
这句话可以改一下.
按着 左侧 alt键. 则在IDA中就会把各种快捷键下面加个下划线(_)下划线指向那个字母.我们就直接按下那个字母即可.   以下图为例
按照alt键 则对应按键位置则会出现下划线. 此时再按对应下划线的字母 则可以快速使用快捷键.
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
这个方式不仅限于在这里使用. 在IDA任何地方都可以使用.

梦幻的彼岸 发表于 2023-12-7 15:49:57

GCC_Kill 发表于 2023-12-7 11:21
. 按下带下划线的加速键(如 F 表示Float(浮点)或 U 表示Double(双精度浮点数)),可以快速选择要创建的数 ...

感谢反馈,已根据实际使用方法,完善

財財 发表于 2023-12-9 17:22:05

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查看完整版本: [IDA使用技巧]#165: 定义浮点数据