价格表
数量 |
1-9 |
10-49 |
50-99 |
100-999 |
1000+ |
价格 |
¥25.00 |
¥24.50 |
¥23.75 |
¥23.00 |
¥22.50 |
¥25.00/pcs
供货周期:1-3 天
TNC(公)-SMA(公)转接器,DC-3GHz
![](data:image/png;base64,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)
基本信息 |
连接器1类型 |
TNC |
连接器1性别 |
公 |
连接器1阻抗 |
50 Ohms |
连接器1极性 |
标准 |
连接器1材质 |
黄铜镀镍 |
连接器2类型 |
SMA |
连接器2性别 |
公 |
连接器2阻抗 |
50 Ohms |
连接器2极性 |
标准 |
连接器2材质 |
黄铜镀镍 |
安装方式 |
无 |
外观形状 |
直通 |