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)
27.0-33.0 GHz GaAs MMIC
Power Amplifier
Power Amplifier Measurements
Page 2 of 5
25 26 27 28 29 30 31 32 33 34 35
Frequency (G Hz)
XP1027-BD: Sparams a t Vd= 5V , Vg =-0.7V
-32
-30
-28
-26
-24
-22
-20
-18
-16
-14
-12
-10
-8
-6
-4
-2
0
2
4
6
8
10
12
14
16
18
20
22
24
26
XP1027-BD: Pout (dBm) vs. Freq (GHz)
Vds = 5.0 volts (red), 5.5 volts (green), 6.0 volts (blue).
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
25 26 27 28 29 30 31 32 33 34 35
Freq (GHz)
Pout (dBm)
, Vd (V)=5, Pinr (dBm)=0, RC=R9C11
, Vd (V)=5, Pinr (dBm)=1, RC=R9C11
, Vd (V)=5, Pinr (dBm)=2, RC=R9C11
, Vd (V)=5, Pinr (dBm)=3, RC=R9C11
, Vd (V)=5, Pinr (dBm)=4, RC=R9C11
, Vd (V)=5, Pinr (dBm)=5, RC=R9C11
, Vd (V)=5, Pinr (dBm)=6, RC=R9C11
, Vd (V)=5, Pinr (dBm)=7, RC=R9C11
, Vd (V)=5, Pinr (dBm)=8, RC=R9C11
, Vd (V)=5, Pinr (dBm)=9, RC=R9C11
, Vd (V)=5, Pinr (dBm)=10, RC=R9C11
, Vd (V)=5, Pinr (dBm)=11, RC=R9C11
, Vd (V)=5, Pinr (dBm)=12, RC=R9C11
, Vd (V)=5, Pinr (dBm)=13, RC=R9C11
, Vd (V)=5, Pinr (dBm)=14, RC=R9C11
, Vd (V)=5, Pinr (dBm)=15, RC=R9C11
, Vd (V)=5, Pinr (dBm)=16, RC=R9C11
, Vd (V)=5, Pinr (dBm)=17, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=0, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=1, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=2, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=3, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=4, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=5, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=6, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=7, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=8, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=9, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=10, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=11, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=12, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=13, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=14, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=15, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=16, RC=R9C11
, Vd (V)=5.5, Pinr (dBm)=17, RC=R9C11
, Vd (V)=6, Pinr (dBm)=0, RC=R9C11
, Vd (V)=6, Pinr (dBm)=1, RC=R9C11
, Vd (V)=6, Pinr (dBm)=2, RC=R9C11
, Vd (V)=6, Pinr (dBm)=3, RC=R9C11
, Vd (V)=6, Pinr (dBm)=4, RC=R9C11
, Vd (V)=6, Pinr (dBm)=5, RC=R9C11
, Vd (V)=6, Pinr (dBm)=6, RC=R9C11
, Vd (V)=6, Pinr (dBm)=7, RC=R9C11
, Vd (V)=6, Pinr (dBm)=8, RC=R9C11
Mimix Broadband, Inc., 10795 Rockley Rd., Houston, Texas 77099
Tel: 281.988.4600 Fax: 281.988.4615 mimixbroadband.com
Characteristic Data and Specifications are subject to change without notice. ©2007 Mimix Broadband, Inc.
Export of this item may require appropriate export licensing from the U.S. Government. In purchasing these parts, U.S. Domestic customers accept
their obligation to be compliant with U.S. Export Laws.
P1027-BD
March 2007 - Rev 27-Mar-07
0 2 4 6 8 101214161820222426283032343638404244464850
Frequency (GHz)
XP1027-BD: S12 at Vd=5V, Vg=-0.7V
-90
-85
-80
-75
-70
-65
-60
-55
-50
-45
-40
-35
-30
-25
-20
-15
-10
-5
0