请教关于HN8145XR收光问题
本帖最后由 yesshuyun 于 2023-9-13 19:21 编辑data:image/png;base64,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
光纤未连接,为什么有接收光功率,是哪里出问题了?
截个图发出来看看,你是机器指背面的尾纤没插上去,还是指侧面的下行光接口没插光纤? 你是不是刷了其他台hn8145xr的分区备份了。乱刷1分区的后果不是变砖。就是会出现接收光功率或是下行光不正常问题 小黄鱼入手的,一直放着没用,用的时候注册不上才发现的,收光E/G都是无显示量红灯 yesshuyun 发表于 2023-9-8 13:25
小黄鱼入手的,一直放着没用,用的时候注册不上才发现的,收光E/G都是无显示量红灯 ...
闪红灯就代表无光信号输入了,还有一个条件你忽略了,HN8145XR是XGPON设备,必须要上行OLT PON口也支持XG模式的才行,如果原来的旧光猫插上去能正常使用,这个8145XR插上去就闪红灯,那就是上行PON口不支持了,因为XGPON和GPON是两个不一样的波段,XG是1577nm波长,GPON是1490nm波长, 猫粮不够回复凑 823769260 发表于 2023-9-8 15:24
闪红灯就代表无光信号输入了,还有一个条件你忽略了,HN8145XR是XGPON设备,必须要上行OLT PON口也支持XG ...
这个还是知道的,设备10GEPON 的线路跟XG的线路都接上测了状态页没有变化,原来以为是卖家刷了XG模式没改回来,看样子又不是
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