lkjlzylkj 发表于 2022-10-24 21:01

求助啊,ax86u为啥无法实现WAN聚合呢?

本帖最后由 lkjlzylkj 于 2022-10-24 21:02 编辑

刚换了一个光猫,华为的HN8546Q(查过了,支持LACP-IEEE 802.3ad)

ax86u 的wan口和lan4口连接至光猫的两个lan口(两条网线也是超6类),基本设置中WAN Aggregation(WAN聚合)已开启,
路由器已重启、刷的固件版本是386.5。
现在还是无法正常聚合,显示如下图:
data:image/png;base64,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

求大佬帮忙看看,到底啥问题?

lkjlzylkj 发表于 2022-10-24 21:03

不会上图啊

lkjlzylkj 发表于 2022-10-24 21:03

这是图,帮忙看看~

lkjlzylkj 发表于 2022-10-24 21:05

成功的话,应该是如下显示

paldier 发表于 2022-10-24 21:21

你光猫不开聚合有个毛线用

lkjlzylkj 发表于 2022-10-24 21:22

paldier 发表于 2022-10-24 21:21
你光猫不开聚合有个毛线用

据卖家说,光猫是默认开启的,有什么方法可以看看嘛?

lkjlzylkj 发表于 2022-10-25 21:41

没有大神来看看吗= =

demoner99 发表于 2022-10-26 16:13

华为HN8546Q,只支持被动balance-rr,需要加载bonding.ko模块 目前只有openwrt 或者爱快聚合能做到,ax86u不能刷openwrt或者爱快加载这个模块,所以无解

lkjlzylkj 发表于 2022-10-27 09:14

demoner99 发表于 2022-10-26 16:13
华为HN8546Q,只支持被动balance-rr,需要加载bonding.ko模块 目前只有openwrt 或者爱快聚合能做到,ax86u ...

额额,太感谢了,终于明白了,原来是光猫不支持= =
那有没有支持ax86u聚合的光猫嘛?

demoner99 发表于 2022-10-27 19:04

你这不是光猫不支持 是你的路由器不支持没明白我说的意思吗?

liwenliang926 发表于 2022-11-15 17:01

梅林咋会支持呢 海鲜市场有500左右的中兴2.5g光猫 或者换个ikuai软路由

netboy_2008 发表于 2022-11-16 09:37

端口聚合 不是只有LAN1和2才支持么

fsshenl 发表于 2022-11-25 15:42

华硕固件里不是有说明,只能LAN1和LAN2聚合
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查看完整版本: 求助啊,ax86u为啥无法实现WAN聚合呢?