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)
Vector Telecom為全球市場提供微波波導零件和組件,同軸組件和天線。 Vector Telecom由微波和毫米波實驗室,天線實驗室,微波和電子元件工廠組成。實驗室配備了高達110 GHz的先進微波測量設備。
Coaxial Cable Assembly Product Range
|
MODEL NO
|
CONNECTOR
|
Inner Conductor
|
Frequency DC-3
|
Frequency DC-6
|
Frequency DC-18
|
Frequency DC-30
|
|
|
|
|
|
|
|
VT03SYV-50-3-1
|
BNC-JJ,Q9-JJ
|
0.9
|
5
|
IL<=3.0dB;VSWR<=1.4
|
|
|
VT06SFF-50-3-1
|
N,SMA
|
0.93
|
4.5
|
IL<=2dB;VSWR<=1.3
|
IL<=3dB;VSWR<=1.4
|
|
VT18SUJ-50-5
|
N-J
|
1.83
|
7
|
IL<=0.8dB;VSWR<=1.15
|
IL<=1dB;VSWR<=1.2
|
IL<=1.8B;VSWR<=1.4
|
VT18RG402
|
N,SMA
|
1.3
|
4.2
|
IL<=1.0dB;VSWR<=1.15
|
IL<=1.5dB;VSWR<=1.2
|
IL<=2.6dB;VSWR<=1.35
|
VT40RG402
|
2.92-JJ
|
1.3
|
4.2
|
IL<=1.0dB;VSWR<=1.15
|
IL<=1.5dB;VSWR<=1.2
|
IL<=2.6dB;VSWR<=1.35
|
VTSFT316
|
2.92-JJ
|
0.9
|
3
|
IL<=1.8dB
|
IL<=2.2dB;VSWR<=1.2
|
IL<=3.6dB;VSWR<=1.25
|
VT18DLF35
|
N,SMA
|
0.94
|
3.5
|
VSWR<=1.15
|
VSWR<=1.2
|
VSWR<=1.35
|
VT18DLF50
|
N,SMA
|
1.45
|
5.2
|
IL<=0.7dB;VSWR?1.15
|
IL<=0.9dB;VSWR<=1.2
|
IL<=1.8dB;VSWR<=1.35
|
VT30DLA36
|
2.92,SMA,N,SMP,TNC-K
|
0.72
|
3.6
|
IL<=1.0dB;VSWR<=1.15
|
IL<=1.5dB;VSWR<=1.2
|
IL<=2.5dB;VSWR<=1.3
|
VT18DLA46
|
SMA,N,TNC-K
|
1.02
|
4.6
|
IL<=0.9dB;VSWR<=1.15
|
IL<=1.2dB;VSWR<=1.2
|
IL<=1.9dB;VSWR<=1.3
|
VT18DLA52
|
SMA,N-J,TNC-J
|
1.29
|
3.91
|
IL<=0.7dB;VSWR<=1.15
|
IL<=1.0dB;VSWR<=1.2
|
IL<=1.6dB;VSWR<=1.3
|
VT18DLA63
|
SMA-K,N-J,TNC-J
|
1.57
|
6.35
|
IL<=0.6dB;VSWR<=1.15
|
IL<=0.8dB;VSWR<=1.2
|
IL<=1.4dB;VSWR<=1.3
|
VT40DLB36
|
2.92,2.4,SMA,SMP
|
0.91
|
3.6
|
IL<=0.8dB;VSWR<=1.15
|
IL<=1.3dB;VSWR<=1.2
|
IL<=2.0dB;VSWR<=1.25
|
VT18DLB52
|
2.92,2.4,SMA,N,TNC
|
1.45
|
5.2
|
IL<=0.6dB;VSWR<=1.15
|
IL<=1.0dB;VSWR<=1.2
|
IL<=1.3dB;VSWR<=1.3
|
VT18DLB80
|
SMA,N,TNC
|
2.3
|
7.8
|
IL<=0.4dB;VSWR<=1.15
|
IL<=0.7dB;VSWR<=1.2
|
IL<=1.0dB;VSWR<=1.3
|
VTSFT-50-3
|
2.92-J,SMA,N-J
|
0.99
|
3.58
|
IL<=0.8dB;VSWR<=1.15
|
IL<=1.0dB;VSWR<=15
|
IL<=1.8dB;VSWR<=1.4
|
VTSFT-50-2
|
2.92,2.4-J,SMA
|
0.56
|
2.18
|
IL<=1.2dB;VSWR<=1.15
|
IL<=1.6dB;VSWR<=1.2
|
IL<=2.8dB;VSWR<=1.25
|
|