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TGC2510-SM
Ku-Band Upconverter
Preliminary Data Sheet: Rev B 10/11/12 - 11 of 22 -
Disclaimer: Subject to change without notice
© 2012 TriQuint Semiconductor, Inc. Connecting the Digital World to the Global Network®
Typical Performance
IF Input Power = -10 dBm, VDLO = 5 V, IDLO = 60 mA, VDRF = 5 V, IDRF = 240 mA, VGX = -1.2 V, VREF = 2 V.
Data taken with external IF hybrid and LO nulling applied
-5
0
5
10
15
10 11 12 13 14 15 16
Input 1dB Compression (dBm)
RF Frequency (GHz)
Input 1dB Compression vs. RF Output
Vcontrol = 0 V, LO = 0 dBm, USB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
-5
0
5
10
15
10 11 12 13 14 15 16
Input 1dB Compression (dBm)
RF Frequency (GHz)
Input 1dB Compression vs. RF Output
Vcontrol = 0 V, LO = 6 dBm, USB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
0
10
20
30
40
50
60
70
80
10 11 12 13 14 15 16
Isolation (dB)
LO Frequency (GHz)
I to R Isolation vs. LO vs. IF
Vcontrol = 2 V, LO = 6 dBm, USB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
0
10
20
30
40
50
60
70
80
10 11 12 13 14 15 16
Isolation (dB)
LO Frequency (GHz)
I to R Isolation vs. LO vs. IF
Vcontrol = 2 V, LO = 6 dBm, LSB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
-5
0
5
10
15
10 11 12 13 14 15 16
Input 1dB Compression (dBm)
RF Frequency (GHz)
Input 1dB Compression vs. RF Output
Vcontrol = 0 V, LO = 0 dBm, LSB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
-5
0
5
10
15
10 11 12 13 14 15 16
Input 1dB Compression (dBm)
RF Frequency (GHz)
Input 1dB Compression vs. RF Output
Vcontrol = 0 V, LO = 6 dBm, LSB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz
-5
0
5
10
15
10 11 12 13 14 15 16
Input 1dB Compression (dBm)
RF Frequency (GHz)
Input 1dB Compression vs. RF Output
Vcontrol = 0 V, LO = 6 dBm, USB, 25 °C
1.0 GHz
2.0 GHz
3.0 GHz
3.5 GHz