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1812 CMF
• All dimensions in mm
www.fastrongroup.com
Common Mode Filter
Recommended layout for solder pads
CAN bus
Revision date : 18 Sep 2020
Core Material : Ferrite
Top Material : Magnetically shielded
SPQ : Taped / Reel 600 [-01]
2200 [-04]
Remarks: - Unlisted inductance values available upon request.
- Rated Volt = 50 Vdc.
- Insulation Resistance = 10 MΩ min.
Inductance
L (µH)
11
22
51
100
Impedance
|Z| (Ω)
typmin
600
1200
2800
5800
300
500
1000
2000
fΖ
(MHz)
10
10
10
10
Part No
1812CMF-110X-YY
1812CMF-220X-YY
1812CMF-510X-YY
1812CMF-101X-YY
f
L
(kHz)
100
100
100
100
Tol
± (%)
+50/-30
+50/-30
+50/-30
+50/-30
DCR
max
(Ω)
0.5
0.7
0.9
2.0
Rated DC
Current
(mA)
250
200
200
150
Dimension
H
max
3.15
3.15
3.15
3.25
0.05
0.08
0.15
0.20
Leakage
Inductance
(µH) typ
Schematic
No polarity
1
2
4
3
3.40 max
0.7
FLAT TOP
H max.
1.5
3.5
3.2
5.9
1
3
4
2
0.70
0.70
4.70 max
0.80
0.80
0.80
0.80
1812CMF-510X
Typical |Ζ| vs Frequency (ƒ)
1
10
100
1000
10000
100000
Impedance (
Ω)
1 10 100 1000 10000
Frequency (MHz)
510X Differential mode
510X Common mode
1
10
100
1000
10000
1 10 100 1000 10000
Frequency (MHz)
220X Differential mode
220X Common mode
Impedance (Ω)
1812CMF-220X
Typical |Ζ| vs Frequency (ƒ)
1812CMF-110X
Typical |Ζ| vs Frequency (ƒ)
0
1
10
100
1000
10000
1 10 100 1000 10000
Frequency (MHz)
110X Common mode
110X Differential mode
Impedance (
Ω)
Typical |Ζ| vs Frequency (ƒ)
1812CMF-101X
1 10 100 1000 10000
Impedance (Ω)
Frequency (MHz)
101X Differential mode
101X Common mode
1
10
100
1000
10000
100000
Common Mode Filter Chip Inductors