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(母)-SMA(母)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 |
母 |
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 |
母 |
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 |