3May 09, 2001
SAW Components B3573
869,60 MHzLow-loss Filter
Data Sheet
Characteristics
Reference temperature:
T
A= 25 ˚C
Terminating source impedance:
Z
S= 50 Ωand matching network
Terminating load impedance:
Z
L= 50 Ωand matching network
1)Temperature dependence of
f
C
:
f
C
(
T
A) =
f
C
(
T
0
) (1 +
TC
f(
T
A –
T
0
)2)
2) Impedance for passband matching bases on an ideal, perfect matching of the SAW filter to
source- and to load impedance (here 50 Ohm). After the SAW filter is removed and input imped-
ance into the input matching / output matching network is calculated.
The conjugate complex value of these characteristic impedances are the input and output imped-
ances for flat passband. For more details, we refer to EPCOS application note #4.
min. typ. max.
Center frequency
f
C
— 869,69 — MHz
(center frequency between 3 dB points)
Minimum insertion attenuation αmin
869,20 ... 870,18 MHz — 2,8 4,3 dB
Pass band (relative to αmin)
869,20 ... 870,18 MHz — 1,2 3,0 dB
869,12 ... 870,26 MHz — 1,8 6,0 dB
Relative attenuation (relative to αmin)αrel
10,00 ... 700,00 MHz 50 55 — dB
700,00 ... 843,00 MHz 35 40 — dB
843,00 ... 865,20 MHz 28 33 — dB
865,20 ... 867,00 MHz 8 13 — dB
871,69 ... 872,50 MHz 8 13 — dB
872,50 ... 880,00 MHz 15 20 — dB
880,00 ... 910,00 MHz 24 29 — dB
910,00 ...1000,00 MHz 35 40 — dB
Impedance for pass band matching 2)
Input:
Z
IN =
R
IN ||
C
IN — 232 ||2,10 — Ω || pF
Output:
Z
OUT =
R
OUT ||
C
OUT —243 | |2,10 —Ω || pF
Temperature coefficient of frequency 1)
TC
f— –0,03 — ppm/K2
Frequency inversion point
T
0
—25—°C