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For price, delivery and to place orders: Hittite Microwave Corporation, 20 Alpha Road, 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
9
9 - 139
470 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 appro-
priate heat sink. The evaluation circuit board shown
is available from Hittite upon request.
List of Materials for Evaluation PCB 110416-470 [1]
Item Description
J1 - J2 PCB Mount SMA Connector
J3 2 mm DC Header
C1, C2 12 pF Capacitor, 0402 Pkg.
C3 6.8 pF Capacitor, 0402 Pkg.
C4 5.6 pF Capacitor, 0402 Pkg.
C5 39 pF Capacitor, 0402 Pkg.
C6 100 pF Capacitor, 0402 Pkg.
C7 2.2 μF Capacitor, Tantalum
L1 47 nH Inductor, 0603 Pkg.
L2 40 nH Inductor, 0402 Pkg.
L3 4.7 nH Inductor, 0402 Pkg.
L4 3.9 nH Inductor, 0402 Pkg.
R1 5.1 Ohm Resistor, 0402 Pkg.
U1 HMC452ST89 / HMC452ST89E
Linear Amp
PCB [2] 110407 Evaluation PCB, 10 mils
[1] Reference this number when ordering complete evaluation PCB
[2] Circuit Board Material: Rogers 4350, Er = 3.48
HMC452ST89 / 452ST89E
v02.0710
InGaP HBT 1 WATT POWER
AMPLIFIER, 0.4 - 2.2 GHz