libai 发表于 2026-10-23 22:26:29

再收广东大田顶信号

由于接收所处的环境,加了信号放大器。信号刚过门限,能稳定收看。






星空卫视 发表于 2026-10-23 23:02:16

信号质量还是不错的

川北锅 发表于 2026-10-24 09:34:54

星空卫视 发表于 2026-10-23 23:02
信号质量还是不错的

有的机器是虚标的,我用同一个天线收地面波,hd01质量是80多,长城629只有30多,629质量在16就稳定了

林美商家 发表于 2026-10-24 11:37:43

支持一下

ATV 发表于 2026-10-24 13:17:40

加放大器能收90多公里的信号,已是不错了。
珠江台是原信号转发的1080x1920高清吗?

亚洲卫视 发表于 2026-10-24 18:47:39

同款天线,用的什么软件

libai 发表于 2026-10-24 20:27:25

ATV 发表于 2026-10-24 13:17
加放大器能收90多公里的信号,已是不错了。
珠江台是原信号转发的1080x1920高清吗?
...

不是高清

ATV 发表于 2026-10-25 15:53:37

图1、2 是使用什么 测量软件 呢?
还可显示出 对信号有阻挡

libai 发表于 2026-10-27 12:22:20

本帖最后由 libai 于 2026-10-27 12:26 编辑

ATV 发表于 2026-10-25 15:53
图1、2 是使用什么 测量软件 呢?
还可显示出 对信号有阻挡
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{:3_52:}
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