Ricer 发表于 2022-12-7 19:46

Cynric 发表于 2022-12-7 19:41
是这个方案嘛 @iPhone 11 Pro Max客户端

是哒{:1_250:}

Ricer 发表于 2022-12-7 19:49

Cynric 发表于 2022-12-7 19:41
是这个方案嘛 @iPhone 11 Pro Max客户端

可能比改T470简单因为T61厚很多也坚固很多 尺寸也大了一点 但是思路相去无几

Cynric 发表于 2022-12-8 15:33

51qcs 发表于 2022-10-18 20:15
搞得太复杂了,我刚装win11,玩了会奇点灰烬

大佬 Core2 爆锤51nb各路豪杰

Ricer 发表于 2022-12-8 15:34

Cynric 发表于 2022-12-8 15:33
大佬 Core2 爆锤51nb各路豪杰

多少有点夸张 CORE2超频之后确实强 但是各种乱锤是不存在的

Cynric 发表于 2022-12-8 16:03

楼主要是把帖子好好整理下,内容更直观,逻辑更具体清晰就好了,hhh
所以你是想搞个ITX小主机,然后用T61的屏幕和键盘?
还是想把主板部分也塞进T61的本体中去?
如果是前者,折腾意义就不大啊
要是后者,那还是很有搞头的,hhh

51qcs 发表于 2022-12-8 18:24

Ricer 发表于 2022-12-8 18:26

Cynric 发表于 2022-12-8 16:03
楼主要是把帖子好好整理下,内容更直观,逻辑更具体清晰就好了,hhh
所以你是想搞个ITX小主机,然后用T61 ...

现在打算条件允许还是搞后者 顺便做一个视频输入功能 前者太简单了更类似于原型机
我这周末试试 用我那一点都不专业的软件大概画一下尺寸的图纸

Ricer 发表于 2022-12-8 18:26

51qcs 发表于 2022-12-8 18:24
CORE2超频之后不降频
新U一过热就降频

因为就你这样的不可能把新U用过热!

51qcs 发表于 2022-12-8 18:28

Ricer 发表于 2022-12-9 09:43

Cynric 发表于 2022-12-8 16:03
楼主要是把帖子好好整理下,内容更直观,逻辑更具体清晰就好了,hhh
所以你是想搞个ITX小主机,然后用T61 ...

https://post.smzdm.com/p/apx545nw/
https://post.smzdm.com/talk/p/ag4x53vw/
可能需要这样的台式小主机 大小合适 DC供电 nvme固态+sata+独显都能满足 猫扇散热 凉快又静音

Ricer 发表于 2022-12-9 09:47

Cynric 发表于 2022-12-8 16:03
楼主要是把帖子好好整理下,内容更直观,逻辑更具体清晰就好了,hhh
所以你是想搞个ITX小主机,然后用T61 ...

但是找不到16G DDR3单条 内存小了点

Ricer 发表于 2022-12-9 09:53

失误 这款好像无pcie 独显没了

Ricer 发表于 2022-12-9 10:06

本帖最后由 Ricer 于 2022-12-9 10:24 编辑

https://detail.tmall.com/item.ht ... skuId=4809588412340
不嫌弃的话华南金牌有不少这样的寨板 反正我是无所谓 三年质保
https://detail.tmall.com/item.ht ... 4.40.7c894acbcrPCb1
这个显然更好 锐龙APU 没有独显也无所谓
查了一圈 只有这个能上独显
https://post.smzdm.com/p/agez5ww/
还得是华擎..

Ricer 发表于 2022-12-9 10:46

本帖最后由 Ricer 于 2022-12-9 11:03 编辑

http://www.nbclub.net/discuz/attachments/forumid_21/20090516_6da6a08b0df77b5828a8JptyUgJEOkSI.jpg
有招了 如果用这个作外壳 塞进去matx根本不是问题 就是要大改散热
W700DS诚不欺我
data:image/png;base64,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
解决了高度问题 内存可以竖插了 不只局限于一体机主板

页: 1 2 [3]
查看完整版本: 【原创】Thinkpad T61p++的可行性,小白的第三篇原创