jshacker 发表于 2016-3-3 21:49

大神们。我组了台双路E5 2637V3ES的服务器。4个内存弄4通道。为何CPU-Z只显示双通道。

本帖最后由 jshacker 于 2016-3-3 21:51 编辑

上图http://att.3dmgame.com/att/album/201603/03/2148102zstnsoj3c3yd33s.jpghttp://att.3dmgame.com/att/album/201603/03/2148115d93e55z0vn4butz.png

不会超频 发表于 2016-3-3 21:51

看主板还有就是你的图太小了 看不清楚

jshacker 发表于 2016-3-3 21:54

http://att.3dmgame.com/att/album/201603/03/215344228c8jorpon28o2o.jpg

jshacker 发表于 2016-3-3 21:57

本帖最后由 jshacker 于 2016-3-3 22:01 编辑

还有就是温度有点压不住。。现在室温15.跑Prime95CPU温度要到82度。。待机也有40度。。。要不要上水冷。。有没有推荐的。。或者风冷不能太大。。紧凑的主板2个U靠一起。大的风冷装不进去http://att.3dmgame.com/att/album/201603/03/220122vj4g47a62bgool2b.jpg

不会超频 发表于 2016-3-3 22:05

感觉是CPU有问题ES版本不清楚是不是支持

水冷就上一个双排的双头一体式就行了

jshacker 发表于 2016-3-3 22:37

不会超频 发表于 2016-3-3 22:05 static/image/common/back.gif
感觉是CPU有问题ES版本不清楚是不是支持

水冷就上一个双排的双头一体式就行了   ...

有推荐吗。。水冷

liangjianbj 发表于 2016-3-3 22:38

第1张图AIDA64显示的就是4通道,quad就是4通道

jshacker 发表于 2016-3-3 23:51

jshacker 发表于 2016-3-3 22:37 static/image/common/back.gif
有推荐吗。。水冷

额。。那就是说CPU-Z现在还不能识别4通道是吧

zzwdjj 发表于 2016-3-4 08:55

本帖最后由 zzwdjj 于 2016-3-4 09:01 编辑

楼主发个机箱图看看 怎么给你设计水冷
我的CPU-Z版本比你低 都能识别出来4通道
data:image/png;base64,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抄袭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抄袭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

杰洛特傑洛特 发表于 2016-3-4 13:31

妳主機板有支援32G四通道? 可能只有32G雙通道吧 現在普遍只有支援16G四通道

yueyejinghun 发表于 2016-3-4 15:27

aida64不一定准确. cpuz这方面稍微可信点. 楼主你貌似是每个CPU分配两条内存了吧?
页: [1]
查看完整版本: 大神们。我组了台双路E5 2637V3ES的服务器。4个内存弄4通道。为何CPU-Z只显示双通道。