zhouyunbo 发表于 2021-3-10 11:25:22

请教如何启用intel核显

目前核显处于disabled状态
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

牵牛星 发表于 2021-3-10 13:21:12

你觉得核显能按时跑完任务吗

vmzy 发表于 2021-3-10 14:01:59

首先要确保客户端是最新的7.6.21版(显卡驱动尽量也升级到最新版),然后在gpu slot上加gpu-beta=true参数后,重启客户端就可以开跑了。
https://www.equn.com/forum/thread-48689-1-1.html

zhouyunbo 发表于 2021-3-10 14:11:07

牵牛星 发表于 2021-3-10 13:21
你觉得核显能按时跑完任务吗

我琢磨着总比CPU强点吧

2287732 发表于 2021-3-11 16:39:31

zhouyunbo 发表于 2021-3-10 14:11
我琢磨着总比CPU强点吧

那个,730显卡感觉那个包跑不完。

zhouyunbo 发表于 2021-3-12 08:49:08

2287732 发表于 2021-3-11 16:39
那个,730显卡感觉那个包跑不完。

麻烦您看一下是否能够跑完,刚刚开始学习,我也觉得好像进度条走的太慢



zhouyunbo 发表于 2021-3-12 08:51:24

之前都在跑Boinc,第一次跑Folding,很多东西不懂,请大家包涵

vmzy 发表于 2021-3-12 09:27:49

zhouyunbo 发表于 2021-3-12 08:49
麻烦您看一下是否能够跑完,刚刚开始学习,我也觉得好像进度条走的太慢




跑的完,PPD比你的730都高。恭喜增加3万的PPD。
开春,气温会逐渐上升,做好cpu散热哦!

GZBENNY 发表于 2021-3-13 17:16:46

vmzy 发表于 2021-3-10 14:01
首先要确保客户端是最新的7.6.21版(显卡驱动尽量也升级到最新版),然后在gpu slot上加gpu-beta=true参数 ...

请问gpu slot上加gpu-beta=true参数在哪里?

2287732 发表于 2021-3-15 09:30:29

GZBENNY 发表于 2021-3-13 17:16
请问gpu slot上加gpu-beta=true参数在哪里?

请看论坛置顶的教程。

flybike007. 发表于 2021-3-15 14:03:32

GZBENNY 发表于 2021-3-13 17:16
请问gpu slot上加gpu-beta=true参数在哪里?

到微信群里去问,回复的快。
页: [1]
查看完整版本: 请教如何启用intel核显

论坛官方淘宝店开业啦~