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6010 Parretta Dr. Kansas City, MO 64120 FILTRONETICS, Inc
(p) 816-231-7375 (f) 816-241-0368 www.filtro.net
Form-078 2/7/2012
1. Part Number: FN-4479
2. Electrical Specifications:
Filter Type Tandem LC Band Pass Set(2 Filters)
Center Frequency (Fo) 5 MHz
5 dB Band Width (PB): ± 1 MHz Typical
Insertion Loss: 3.5 dB Max
Pass Band Ripple: 0 dB Typical
Attenuation:
(Absolute Value)
At 3.5 MHz and 6.5 MHz 10 dB Min
At 3 MHz and 7 MHz 20 dB Min
At 2.5 MHz and 7.5 MHz 30 dB Min
At 2 MHz and 8 MHz 45 dB Min
1.5 MHz and 8.5 MHz 60 dB Min
At 1 MHz 75 dB Min
Group Delay Variation (PB) 30 nSec Max
Phase Linearity (PB) ± 10° Max
Input Power: 0dBm Max
Impedance: 50 Ohms
Operating Temperature: -40°C to +85°C
Ruggedized: Units are encapsulated with one part foam.
Workmanship: J-STD-001
RoHS Compliant NO
Customer Installation temperature
Hand Installation Recommended.
Case temperature not to exceed 170°C Max
Special Note: Filter set designed to have 20dB of Isolation between the filters.