价格表
数量 |
1-9 |
10-49 |
50-99 |
100-999 |
1000+ |
价格 |
¥22.00 |
¥21.56 |
¥20.90 |
¥20.24 |
¥19.80 |
¥22.00/pcs
供货周期:1-3 天
BNC(公)-BNC(母)转接器,DC-3GHz
![](data:image/png;base64,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)
基本信息 |
连接器1类型 |
BNC |
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 |
BNC |
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 |