ZBHCY 发表于 2023-9-12 12:08

华硕X670E-E插槽拆分的问题

本帖最后由 ZBHCY 于 2023-9-12 12:10 编辑

请教主板为X670e-e,按第3种方式将PCIE转接卡插入第一道卡槽用于扩展SSD,第二道卡槽插入显卡3070,是否可行对于显卡性能是否有影响?
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**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**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

momoka 发表于 2023-9-12 12:20

这玩意的拆分和比它便宜1000多的的小弟B650E-E一摸一样,不知道要二仙桥干啥。我看看

额,除非你能忍受显卡跑在pcie 4X喽。是否有性能影响,我不好说。这主板的第二个pcie是固定4X。这个插槽和M2_3 是固定分配4X的。

另外不确定这个pcie16_1是否可以继续拆分成4+4,资料上都没说明,可能无法继续拆。楼主实测下

ZBHCY 发表于 2023-9-12 12:27

momoka 发表于 2023-9-12 12:20
这玩意的拆分和比它便宜1000多的的小弟B650E-E一摸一样,不知道要二仙桥干啥。我看看

额,除非你能忍受显 ...

这个插槽好鸡肋

momoka 发表于 2023-9-12 12:33

本帖最后由 momoka 于 2023-9-12 12:35 编辑

ZBHCY 发表于 2023-9-12 12:27
这个插槽好鸡肋

如果不放显卡,放4X的ssd,就还不错。比较掉价的地方就在于是固定分配4x,而不是弹性的。

另外一个苦逼的地方就是如果显卡超过3槽,这种pcie16_2就废了,这倒也不是它一张主板的问题。

ZBHCY 发表于 2023-9-12 12:40

momoka 发表于 2023-9-12 12:33
如果不放显卡,放4X的ssd,就还不错。比较掉价的地方就在于是固定分配4x,而不是弹性的。

另外一个苦逼 ...

之前转接卡只是2个盘位写的是支持8X,如果插入第二槽只能识别一张SSD,只是看到介绍理解PCIE5.0X4相当于PCIE4.0X8带宽,所以就请教下是否可行性能影响怎样,如果影响大就凑活用吧。

momoka 发表于 2023-9-12 12:42

本帖最后由 momoka 于 2023-9-12 12:44 编辑

ZBHCY 发表于 2023-9-12 12:40
之前转接卡只是2个盘位写的是支持8X,如果插入第二槽只能识别一张SSD,只是看到介绍理解PCIE5.0X4相当于P ...

只有你的设备是pcie5.0的时候,”PCIE5.0X4相当于PCIE4.0X8带宽“才是成立的。

如果你的显卡或者ssd是pcie4.0的,那就只能是pcie4.0 4X的带宽

元首的动物园 发表于 2023-9-12 12:42

momoka 发表于 2023-9-12 12:20
这玩意的拆分和比它便宜1000多的的小弟B650E-E一摸一样,不知道要二仙桥干啥。我看看

额,除非你能忍受显 ...

我打华硕客服电话问过了,第一个插槽不支持4X+4X,上2个盘位的m.2只能认出来第一根,除非带plx

ZBHCY 发表于 2023-9-12 12:52

元首的动物园 发表于 2023-9-12 12:42
我打华硕客服电话问过了,第一个插槽不支持4X+4X,上2个盘位的m.2只能认出来第一根,除非带plx ...

连折腾功夫也免了,凑活用,这个主板不好用,开机慢,内存槽也就只能两个固定槽,否则C50.

spacebreaker 发表于 2023-9-12 12:53

本帖最后由 spacebreaker 于 2023-9-12 13:03 编辑

1.搜到Odin Hardware的视频 3070跑朋克 x16 x8 x4 分别 61fps 60fps 57fps的样子,PUBG基本没什么区别,守望先锋差得多x16和x4 有20帧的差距。原视频楼主去搜吧。
2.如果想开点,走雷电的外接显卡不也是pciex4...
3.我是x570 C8DH,pcie16_2 x8,前提是我这个slot明确支持4+4的,我装了一个m2双槽扩展卡(无plx功能),但是需要开启Onboard Device Config->PCIEX16 bandwidth bifurcation config-> raid 才可以识别两个ssd。楼主尝试slot1时也记得试下raid开启,如果也不能x4+x4,可能只能寻求plx方案了

spacebreaker 发表于 2023-9-12 13:13

本帖最后由 spacebreaker 于 2023-9-12 13:14 编辑

刚查了下楼主x670-e的情况应该是可以的,应该就是bifurcation设置的问题了。
https://www.asus.com/us/support/FAQ/1037507/?tduid=76dafbe7cee09e2af0c4c28ae88a8f2f&utm_source=tradedoubler&utm_medium=affiliate&utm_campaign=Future+Publishing+FI

Illidan2004 发表于 2023-9-12 13:17

元首的动物园 发表于 2023-9-12 12:42
我打华硕客服电话问过了,第一个插槽不支持4X+4X,上2个盘位的m.2只能认出来第一根,除非带plx ...

因为这个槽物理也只有X4

最让我百思不得其解的其实是Z790某块主板第三个PCIE插通常设备只给X4
插华硕的拆分卡可以4+4两块SSD。。

Illidan2004 发表于 2023-9-12 13:18

spacebreaker 发表于 2023-9-12 12:53
1.搜到Odin Hardware的视频 3070跑朋克 x16 x8 x4 分别 61fps 60fps 57fps的样子,PUBG基本没什么区别,守 ...

如果是4.0X8还好,X4的话3070再往上差距会越来越大,4080 4090级别实际游戏中可能会有8%以上

Illidan2004 发表于 2023-9-12 13:20

本帖最后由 Illidan2004 于 2023-9-12 13:22 编辑

spacebreaker 发表于 2023-9-12 13:13
刚查了下楼主x670-e的情况应该是可以的,应该就是bifurcation设置的问题了。
https://www.asus.com/us/supp ...

X670E-E第二个插槽物理只有4 并不可以插4+4



目前双8的主板基本只有B650Creator X670E-CreatorC9HC9E
X670ECarbon ACE GODLIKE
华擎家不太了解

slymitec 发表于 2023-9-12 13:20

Illidan2004 发表于 2023-9-12 13:23

slymitec 发表于 2023-9-12 13:20
对 这个板子就是有点迷 有个m2抢显卡 虽然明明不需要这么干

就是强行拿650E-E改的
唯一优势就是硬盘不用走转接了。。。
而且也没有万兆 USB4之类的附赠可以说毫无提升

8+8除了Proart只能上C9H 非常坑

spacebreaker 发表于 2023-9-12 13:41

Illidan2004 发表于 2023-9-12 13:20
X670E-E第二个插槽物理只有4 并不可以插4+4




楼主是要拆slot1

Illidan2004 发表于 2023-9-12 13:44

spacebreaker 发表于 2023-9-12 13:41
楼主是要拆slot1

楼主显卡放在第二槽只有X4
第一槽4+4

inSeek 发表于 2023-9-12 14:04

momoka 发表于 2023-9-12 12:20
这玩意的拆分和比它便宜1000多的的小弟B650E-E一摸一样,不知道要二仙桥干啥。我看看

额,除非你能忍受显 ...

这个X670EE的存在意义就是... 曾经2700块过,和小弟一个价时,就是有存在意义的时候
[生病]

momoka 发表于 2023-9-12 14:42

inSeek 发表于 2023-9-12 14:04
这个X670EE的存在意义就是... 曾经2700块过,和小弟一个价时,就是有存在意义的时候
...

我一直有点嫌弃B650E-E的颜值倒是真的。。。。x670e-e至少好看点,囧。

inSeek 发表于 2023-9-12 23:49

momoka 发表于 2023-9-12 14:42
我一直有点嫌弃B650E-E的颜值倒是真的。。。。x670e-e至少好看点,囧。

我看了一眼手上的X670E-E
[生病]

282512315 发表于 2023-9-13 16:15

正好准备买这个主板,借楼主帖子咨询下各位大佬,准备PCI-E 2或者3 插一张小海豚那个4.0的硬盘,这样会不会影响显卡速度?

NEVERLANDCG 发表于 2023-9-13 21:55

1.性能发挥方面,分别用过华硕的两片X670E主板:1.ROG STRIX X670E-E;2.ProArt X670E-CREATOR;搭配7950X和金百达DDR5 6000/6400银爵

BIOS设置一致情况下(最高温限制90度),性能方面ROG STRIX X670E-E上7950X发挥正常。

而ProArt X670E-CREATOR的CPU-Z多核,只有1.50W(BIOS 1415-1.0.0.7.a)~1.52W(BIOS 1602-1.0.0.7c)。

2.外观上,个人更喜欢 ROG STRIX X670E-E

3.PCIE拆分上,ProArt X670E-CREATOR才具有PCIE-2的:8X拆4X+4X功能。ROG STRIX X670E-E的PCIE-2就是一个4X而已。

4.两片主板自带无线网卡,都是联发科的。都拆开更换为AX210了。

5.其他拓展和外设就看个人喜好需求了。





无奈的精灵 发表于 2023-9-13 23:20

4.0 x4=3.0 x8都够用没问题,但3.0 x4会影响一些性能
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