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AMORPHOUS CHOKE COILS
CAT. No. E1008J
?COIL STANDARD SPECIFICATIONS
Maximum outer diameter :
Maximum width :
Total lead length* :
Soldering boundary* :
D1(Vertical), D2(Horizontal)
W
L=15P3mm
a=1.5mmMAX
*The bottom of the core or coil ( ) is defined
as base surface.
Maximum outer diameter :
Maximum width :
Total lead length* :
Soldering boundary* :
D1(Vertical), D2(Horizontal)
W
L=30P3mm
a=1.5mmMAX
*The bottom of the core or coil ( ) is defined
as base surface.
D2
D2
D1
D1
L
L
a
a
W
W
Fig1 Fig2
High voltage type for single phase
?MAJOR USES
@Common mode coils for noise fi lter in inverter or
large capacity power supply
?FEATURES
@Applicable to input voltage (700V)
@Remarkably miniaturized in profi le benefi ted by
high permeability core
@High inductance in spite of a small number of turns
@Low temperature rise and low D.C. resistance
@Stable frequency performance of noise sup pres sion
in wide frequency range
@Excellent temperature characteristics
?FREQUENCY - IMPEDANCE CHAR AC TER IS TICS ?FREQUENCY - INDUCTANCE CHAR AC TER IS TICS
LDFM010402MBPB0E
(FM10402MBPBPBF)
LDFM015132MBPB0E
(FM15132MBPBPBF)
LDFM020342MJPV0E
(FM20342MJPPBF)
LDFM025252MJPV0E
(FM25252MJPPBF)
10
15
20
25
16.0
5.1
13.5
9.9
4.0
1.3
3.4
2.5
12
6
8
6
1.5B1P-16T
1.9B1P- 9T
1.4B2P-14T
1.6B2P-12T
42.0
42.0
49.0
50.0
42.0
42.0
49.0
50.0
32.0
32.5
31.0
32.0
Fig1
Fig1
Fig2
Fig2
LRF281815MP
(F281815MP)
LRF281815MP
(F281815MP)
LRF372315MP
(F372315MP)
LRF372315MP
(F372315MP)
Rating
mHmH
100kHz10kHz
Typical
Inductance
Rated
Current
A
D.C.R.
mo
(max)
Winding
mmfblines-turns
Outside Dimensions
D1
mm W
mm
Dimensions
D2
mm
Coil Part No.
(Old Coil Part No.)
Core Part No.
(Old Core Part No.)
Frequency f [kHz]
Impedance Z [O]
1
10
1000
100
10000
100000
10 100 1000 10000 100000
LDFM010402MBPB0E
LDFM020342MJPV0E
LDFM025252MJPV0E
LDFM015132MBPB0E
Frequency f [kHz]
Inductance L [mH]
1
0.01
1
0.1
10
100
10 100 1000 10000
LDFM015132MBPB0E
LDFM010402MBPB0E
LDFM020342MJPV0E
LDFM025252MJPV0E
LDFM010402MBPB0E, LDFM015132MBPB0E listed in the above table are coils of lying type with pedestal.
For LDFM020342MJPV0E, LDFM025252MJPV0E, lying type is also available. "V" changes into "H" in last the third digit of the name of items.
RoHS
Compliant
(6/7)