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)
=
=Murata Part Numbers=
Murata Part Numbers=
CSA----MG05051
CSA----MG05051 (Leaded type)
CSAC----MGC05051
CSAC----MGC05051 (S.M.D. type)
CSAC----MGCM05051
CSAC----MGCM05051 (S.M.D. type)
---:Oscillating frequency(Unit:MHz)
2.32, 2.36, 2.44, 3.00, 3.02, 3.07
3.10, 3.21, 3.24, 3.31, 3.36
=
=Electrical Specifications=
Electrical Specifications=
Item
Initial Oscillation
Frequency tolerance
Resonant Imped ance
2.32 to 2.44MHz
3.00 to 3.36MHz
Temperature Stability
(-20 to 80 degr ee)
Aging
(at room temperature
for 10 years)
Specification
+/-0.5% max.
80ohm max.
40ohm max.
+/-0.3% max.
(from initial value)
+/-0.3% max.
(from initial value)
VDDRF
VDDBB
ANT
SWEN
VSSRF
VSSBB
DO
REFOSC
SEL0
SEL1
CAGC
CTH
NC
ANT. +5.0V
NC
0.01uF
0.047uF
IC:MICRF001
IC:MICRF001 CERALOCK
CERALOCK R
R
=
=Typical Operating Circuit=
Typical Operating Circuit=
10.0max.
5.0+/-1.0 7.5max.
4.5max.
1.3
+/-
0.1
0.5
+/-
0.1
0.3+/-0.1
5.0
+/-
0.3
=
=Dimensions=(3.00 to 3.36MHz)
Dimensions=(3.00 to 3.36MHz)
:Vender’ s Code
:EIAJ Monthly Code
:Oscillating
Frequency
(Unit:mm)