SinoCa 发表于 2024-3-1 19:06:58

求助有金币:FSX安装



这个安装出问题了,放Disk2也没有用


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SinoCa 发表于 2024-3-1 19:16:17

它显示的是please insert the disk labeled fsx disk 2

GB-Greenbing 发表于 2024-3-1 19:18:39

我最近刚刚安装,你可能是盘符的问题,盘符就是我们常说的C盘D盘之类的)解决方法大概是这样:提示disk2之后,先看你文件资源管理器,转到此电脑,然后把disk1弹出(没问题的),然后再挂载disk2,确保前后是同一个盘符,应该就能安装了

SinoCa 发表于 2024-3-1 20:33:52

GB-Greenbing 发表于 2024-3-1 19:18
我最近刚刚安装,你可能是盘符的问题,盘符就是我们常说的C盘D盘之类的)解决方法大概是这样:提示disk2之 ...

盘符会变,他原来是E现在变F了( ,怎么控制盘符

GB-Greenbing 发表于 2024-3-1 20:57:51

SinoCa 发表于 2024-3-1 20:33
盘符会变,他原来是E现在变F了( ,怎么控制盘符
就弹出原来那个,再装载disk2

GB-Greenbing 发表于 2024-3-1 21:17:05

SinoCa 发表于 2024-3-1 20:33
盘符会变,他原来是E现在变F了( ,怎么控制盘符
链接:ht tps://p an.b aid u.c o m/s/1 RYN 11d8fn 2XJ3 VX0Zwep sg?pw d=g 1j t
给你整了个教程,不会的话照着做就行了
我没权限发链接,你把空格键删了就能看了

white111 发表于 2024-3-2 16:22:31

楼主右键此电脑---管理-----在左侧找到磁盘管理---在下方选择对应的盘-----右键------更改驱动器号和路径------然后把载入的disk2的盘符改为和disk1一样的就行了

klcz05 发表于 2024-3-2 17:43:43

如果你用的是虚拟光驱的话要先把disk1给卸载(弹出),然后再挂载disk2,这样的话路径才不会变,如果不弹出的话路径肯定会变,这样就没法继续安装了
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