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1812 CMF/E
• All dimensions in mm
Common Mode Filter
Ethernet
Common Mode Filter Chip Inductors
N
e
w
RoHS
Halogen Free
Recommended layout for solder pads
3.5
1.5
3.2
5.9
0.7
3.40 max
1
3
2
4
1.00
4.70 max
1.00
1.00
1.00
0.75
0.75
Flat top
2.85 max
Revision date: 27 Jan 2022
Inductance
L (µH)
200
Impedance
|Z| (Ω)
typmin
100006000
fΖ
(MHz)
10
Part No
1812CMF/E-201X-YY
f
L
(kHz)
100
Tol
± (%)
+30/-10
DCR
max
(Ω)
4.5
Rated DC
Current
(mA)
200
Core Material: Ferrite
Top Material: Magnetically shielded
SPQ: Taped / Reel 600 [-01]
2200 [-04]
Remarks: - Rated Volt = 50 Vdc.
- Insulation Resistance = 10 MΩ min.
Typical |Ζ| vs Frequency (ƒ)
1 10 100 1000 10000
1
10
100
1000
10000
100000
Impedance (Ω)
Frequency (MHz)
201X Differential mode
201X Common mode
85
°C
AEC-Q200
85
°C
Mechanical Shock
Vibration Proof
Schematic
No polarity
4
1
3
2
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