snapdragon 发表于 2022-3-10 10:27:28

【求助】上行E8-C终端,光功率浮动

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
接收光功率和发送光功率,一直在浮动,不是固定值
发送光功率: 1.31 ~ 1.41
接收光功率:-21.19 ~ -21.90
是啥情况,是否正常?
页: [1]
查看完整版本: 【求助】上行E8-C终端,光功率浮动