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DECIBEL PRODUCTS
A Division of Allen Telecom Inc.
8635 Stemmons Freeway • P. O. Box 569610 • Dallas, Texas 75356-9610
214 / 631-0310 • Fax: 214 / 631-4706
DB8002E-Y / DB8003E-Y / DB8004E-Y / DB8005E-Y / DB8006E-Y
POWER DIVIDER
880-960 MHz
To Feed Antennas . . .
. . . 2 Antennas: DB8002E-Y
. . . 3 Antennas: DB8003E-Y
. . . 4 Antennas: DB8004E-Y
. . . 5 Antennas: DB8005E-Y
. . . 6 Antennas: DB8006E-Y
Frequency Range 880-960 MHz
Termination 7/16 DIN Female
Impedance 50 OHM
VSWR Tx: < 1.1:1, Rx: < 1.2:1
Insertion Loss < 0.05 dB
Material Casting: Aluminum
Ground Plane: Brass, Copper
Mounting Use steelband, supplied (Ø from 50 to 400mm).
Power Divider used to phase
several antennas together.
099030-001-B 3/98
Specifications are for reference only.