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CHA4314-98F
Ref. : DSCHA43140231 - 18 Aug 20
Specifications subject to change without notice
United Monolithic Semiconductors S.A.S.
Bât. Charmille - Parc SILIC - 10, Avenue du Québec - 91140 VILLEBON-SUR-YVETTE - France
Tel.: +33 (0) 1 69 86 32 00 - Fax: +33 (0) 1 69 86 34 34 - www.ums-gaas.com
4.7-11.3G H z Med ium Power Amplifier
GaAs Monolithic Microwave IC
The CHA4314-98F is a two stage monolithic
medium power amplifier circuit.
It is designed for a wide range of
applications, from military to commercial
communication systems.
The circuit is manufactured with a pHEMT
process, 0.1
5µm gate length, via holes
through the sub
electron beam gate lithography.
It is available in chip form.
Main Fea t ures
■ Broadband performances: 4.7-11.3GHz
■ Linear Gain: 19dB
■ Pout@1dB gain compression: 26dBm
■ OIP3: 34dBm
■ PAE@1dB gain compression: 31%
■ DC bias: Vd=5Volt@Id=180mA
■ Chip size 3.45x1.6x0.07mm
Main Electrical Characteristics
Third order output intercept point