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For price, delivery and to place orders: Hittite Microwave Corporation, 2 Elizabeth Drive, Chelmsford, MA 01824
Phone: 978-250-3343 Fax: 978-250-3373 Order On-line at www.hittite.com
Application Support: Phone: 978-250-3343 or apps@hittite.com
AMPLIFIERS - LINEAR & POWER - SMT
30
HMC921LP4E
v02.0312
GaAs HBT MMIC 2 WATT
POWER AMPLIFIER, 0.4 - 2.7 GHz
2150 MHz Evaluation PCB
The circuit board used in this application should use
RF circuit design techniques. Signal lines should
have 50 Ohm impedance while the package ground
leads and exposed paddle should be connected
directly to the ground plane similar to that shown.
A sufficient number of via holes should be used
to connect the top and bottom ground planes.
The evaluation board should be mounted to an
appropriate heat sink. The evaluation circuit board
shown is available from Hittite upon request.
List of Materials for 2150 MHz Evaluation PCB 131924 [1]
Item Description
J1, J2 SMA Connector
J3, J4 DC Pin
C1 3.9 pF Capacitor, 0402 Pkg.
C2, C8 4.3 pF Capacitor, 0402 Pkg.
C7 1.8 pF Capacitor, 0402 Pkg.
C3 - C6, C11 100 pF Capacitor, 0402 Pkg.
C15, C16, C17 1000 pF Capacitor, 0402 Pkg.
C18, C19 2.2 uF Capacitor, Case A.
R1 130 ohms Resistor, 0603 Pkg.
L1 10 nH Inductor, 0603 Pkg.
U1 HMC921LP4E Amplier
PCB [2] 131905 Evaluation PCB
[1] Reference this number when ordering complete evaluation PCB
[2] Circuit Board Material: Rogers 4350 or Arlon 25 FR
Item Description
J1, J2 SMA Connector
J3, J4 DC Pin
C1 3.9 pF Capacitor, 0402 Pkg.
C2, C8 4.3 pF Capacitor, 0402 Pkg.
C7 1.8 pF Capacitor, 0402 Pkg.
C3 - C6, C11 100 pF Capacitor, 0402 Pkg.
C15, C16, C17 1000 pF Capacitor, 0402 Pkg.
C18, C19 2.2 uF Capacitor, Case A.
R1 130 ohms Resistor, 0603 Pkg.
L1 10 nH Inductor, 0603 Pkg.
U1 HMC921LP4E Amplier
PCB [2] 131905 Evaluation PCB
[1] Reference this number when ordering complete evaluation PCB
[2] Circuit Board Material: Rogers 4350 or Arlon 25 FR