【请教】thinkpad x1c 2018 TF卡槽支持容量
目前在役的thinkpad x1c 2018，应该是6代。装了个512的TF卡当仓库盘，看618存储价格很便宜，打算升级个1T的TF卡，有兄弟知道，1T的卡插上去，这个本子支持吗？data:image/png;base64,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**9ml8Ny++Tpw3B6LepIlrb3Hz9C5L1N4y0+9D/OxxIbb+SlwPevM8isy3831cu4mb56trxgB1Ui7ul8Fn89yfYHzw6itkWXce537PiCfzVqCsYc9UizsR6JA3l3fwzLKZz+0LicC7QeZHe9RAbw1c***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***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**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***KIGWLWi/9wLAQgAIFaEEDMELNaOCKDgAAEINALgZEQs14AcCwEIAABCIRPADEL34bMAAIQgMDYE0DMxt4FAAABCEAgfAKIWfg2ZAYQgAAExp4AYjb2LgAACEAAAuETQMzCtyEzgAAEIDD2BBCzsXcBAEAAAhAInwBiFr4NmQEEIACBsScwEmK2bNky6cdr7L0BABCAAAQCJYCYOUIYqA0ZNgQgAIGxJ4CYIWZjfxIAYFgE6vmXoodFg357I4CYVRSzyYk2f5TT/SOarb82GP2J83bHFf3xzOgv0Lp/QdY3tbZvy8v6qvTHD/3G+QyBQRDQP0Ba4Y9u+n/bzfX9QQyTPupPADGrKGZtTZnzl3AzJ1zmr0OrYLXELPXXocsF0BWnTB/eQPUv+rr1veLx+phiPCGTM8701TbxBUlZWRnPKWkWtRF3FdVpdxHi20ztbP/SuPueqpean3eRVFbWGlumD7fx1PFd8km10c7Ho4s5d66l2+5YY9YD3kjNL2GU4dryER1yWVnx6H02aVu7f8XbMKtwsVDcVzgliFmNxMwGuDL3icXJEca8E8K2Fdcva3Qsyqak6Z7UJvDYIBAJTBwPtSyum1PWsMe54LxMOtV+Us/aytonKWltGVHNa9+r6ddLjdmrW1bmVFVfyR9Xh+xy+YjIVLO***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**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
icecobraster 发表于 2021-6-2 11:06
目前在役的thinkpad x1c 2018，应该是6代。装了个512的TF卡当仓库盘，看618存储价格很便宜，打算升级个1T的 ...
7天无理由退货，可以了解下。 如果没有装4G LTE 的话，其实扩展硬盘更合适吧
另外2T SSD 也有货的啊 目前本人机器128g正常使用中 本帖最后由 icecobraster 于 2021-6-2 11:55 编辑
zhangyongtao 发表于 2021-6-2 11:43
如果没有装4G LTE 的话，其实扩展硬盘更合适吧
另外2T SSD 也有货的啊
硬盘已经满了。原厂512，然后加了一个西数的2240吧，也是512的。然后插了512TF卡。
icecobraster 发表于 2021-6-2 11:53
硬盘已经满了。原厂512，然后加了一个西数的2240吧，也是512的。然后插了512TF卡。
建议你把原厂的512 拆下来 换个2T 的 zhangyongtao 发表于 2021-6-2 11:55
建议你把原厂的512 拆下来 换个2T 的
不想动系统啊。
懒了。重装复制太麻烦了。 我插的是闪迪400g sd卡 icecobraster 发表于 2021-6-2 11:56
不想动系统啊。
懒了。重装复制太麻烦了。
系统和文件复制过去就好，SSD比TF速度和耐用性好很多吧 不敢用sd存储比较重要的东西 xh43708 发表于 2021-6-2 19:59
系统和文件复制过去就好，SSD比TF速度和耐用性好很多吧
换系统盘的话，系统文件复制过去能直接用吗？ zzddssdd 发表于 2021-6-2 20:47
换系统盘的话，系统文件复制过去能直接用吗？
1、可用傲梅助手迁移系统
2、可用DiskGenius复制分区再修复引导
百度都有教程 wolf-cyz 发表于 2021-6-2 23:11
1、可用傲梅助手迁移系统
2、可用DiskGenius复制分区再修复引导
百度都有教程
主要还要搭环境装一堆软件，还要调试，懒得搞了。现在电脑上本来就是插着两个SSD了。所以考虑直接升级TF。 icecobraster 发表于 2021-6-3 08:25
主要还要搭环境装一堆软件，还要调试，懒得搞了。现在电脑上本来就是插着两个SSD了。所以考虑直接升级TF ...
系统迁移后和原来的一样的 wolf-cyz 发表于 2021-6-3 09:35
系统迁移后和原来的一样的
今天刚迁移了一下系统。话说双硬盘也有坏处，比如我，机子到手时，主盘是PM981的512G，买了个512G的2242盘，系统迁移到2242，后来觉得2242慢，又移到主盘，后来入了一个1T的主盘，系统又迁移到了2242，现在系统又迁回主盘了。折腾啊。系统迁移一次，不光系统迁移，当数据盘的文件也要迁移。 TF卡不便宜吧，楼主是不是买了扩容的了 买个2T的移动SSD当仓库盘性价比更高一些，不过就是有点不太方便和难看。
已经升级了，1G的TF也支持，正好插上做仓库盘。买的scandisk的。
如果有100T的也支持啊，容量从来就不是问题，10多年前的X200用1T都没问题，多年前的4。1系统安卓手机都能正常使用1T内存卡，更何况W系统的电脑！ icecobraster 发表于 2021-6-9 08:30
已经升级了，1G的TF也支持，正好插上做仓库盘。买的scandisk的。
TF卡的速度你也能忍？？ tf卡和优盘别放重要数据。感觉这些设备的存储芯片用的都是比较次的。 icecobraster 发表于 2021-6-9 08:30
已经升级了，1G的TF也支持，正好插上做仓库盘。买的scandisk的。
1G的TF？？多少钱？？ 999买的。Scandisk红灰色那个，读取大概120M/s，写入大概35M/s，还行。 alwayone 发表于 2021-6-11 20:46
1G的TF？？多少钱？？
他应该说的是1T
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