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s/7Csf/AKRWtdBXP+Hv+Q54s/7Csf8A6RWtdBQAUUUUAFVNV/5A97/17yf+gmrdVNV/5A97/wBe8n/oJoAt0UUUAFVNS/49U/6+If8A0atW6qal/wAeqf8AXxD/AOjVoAt0UUUAFVLz/j60/wD6+D/6KerdVLz/AI+tP/6+D/6KegC3RRRQAUUUUAVLP/j61D/r4H/opKt1Us/+PrUP+vgf+ikq3QAUUUUAFFFFABRRRQBUvP8Aj60//r4P/op6t1UvP+PrT/8Ar4P/AKKerdABXP8AjL/kB23/AGFdN/8AS2Gugrn/ABl/yA7b/sK6b/6Ww0AdBRRRQBz/AIh/5DnhP/sKyf8ApFdV0Fc/4h/5DnhP/sKyf+kV1XQUAFc/4h/5DnhP/sKyf+kV1XQVz/iH/kOeE/8AsKyf+kV1QB0FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHB+C/CenXPgXw9O9zrIeTTLZ2EetXiKCYlPCrKAo9gAB2rc/4Q3S/wDn61z/AMHt7/8AHqPAn/JPPDX/AGCrX/0UtdBQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAc/8A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1Urzwhpi6hp6i51vDSODnXL0n7jdD5vH4V1tUL3/kJaZ/11f/0W1AGd/wAIbpf/AD9a5/4Pb3/49R/whul/8/Wuf+D29/8Aj1dBRQBz/wDwhul/8/Wuf+D29/8Aj1H/AAhul/8AP1rn/g9vf/j1dBRQBz//AAhul/8AP1rn/g9vf/j1H/CG6X/z9a5/4Pb3/wCPV0FFAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAcHoXhPTpdY8To1zrIEWpoi7davFJH2S3b5iJcscseTk4wOgAG5/whul/8/Wuf+D29/8Aj1Hh7/kOeLP+wrH/AOkVrXQUAc//AMIbpf8Az9a5/wCD29/+PUf8Ibpf/P1rn/g9vf8A49XQUUAc/wD8Ibpf/P1rn/g9vf8A49VXUvB+mJpV4wutbysDkZ1y9I+6exl5rqqqar/yB73/AK95P/QTQBlf8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49VW/8H6YlshF1rf+viHOuXp6yKO8tdVVTUv+PVP+viH/ANGrQBlf8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAc//wAIbpf/AD9a5/4Pb3/49VW68H6YtzYgXWt/NOQc65en/lm54/e8dK6qql5/x9af/wBfB/8ART0AZX/CG6X/AM/Wuf8Ag9vf/j1H/CG6X/z9a5/4Pb3/AOPV0FFAHP8A/CG6X/z9a5/4Pb3/AOPUf8Ibpf8Az9a5/wCD29/+PV0FFAHK2vg/TGub4G61v5ZwBjXL0f8ALNDz+9561a/4Q3S/+frXP/B7e/8Ax6tWz/4+tQ/6+B/6KSrdAHP/APCG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHP/8ACG6X/wA/Wuf+D29/+PUf8Ibpf/P1rn/g9vf/AI9XQUUAc/8A8Ibpf/P1rn/g9vf/AI9R/wAIbpf/AD9a5/4Pb3/49XQUUAcrdeD9MW5sQLrW/mnIOdcvT/yzc8fveOlWv+EN0v8A5+tc/wDB7e//AB6tW8/4+tP/AOvg/wDop6t0Ac//AMIbpf8Az9a5/wCD29/+PVh+LPCenQaPbulzrJJ1OwT59avHGGu4VPDSkZweD1BwRggGu8rn/GX/ACA7b/sK6b/6Ww0AH/CG6X/z9a5/4Pb3/wCPUf8ACG6X/wA/Wuf+D29/+PV0FFAHB674T06LWPDCLc6yRLqbo27WrxiB9kuG+UmXKnKjkYOMjoSDuf8ACG6X/wA/Wuf+D29/+PUeIf8AkOeE/wDsKyf+kV1XQUAc/wD8Ibpf/P1rn/g9vf8A49WXqGgWeleJPCs9vNqTu2pyIRdalcXC4+x3J4WR2APHXGevqa7Suf8AEP8AyHPCf/YVk/8ASK6oA6CiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/An/JPPDX/YKtf/AEUtdBXB+C9C1GbwL4elTxZrMCPplsyxRxWZVAYl+UboCcDpySfUmtz/AIR7VP8Aoc9c/wC/Nl/8j0AdBRXP/wDCPap/0Oeuf9+bL/5Ho/4R7VP+hz1z/vzZf/I9AHQUVz//AAj2qf8AQ565/wB+bL/5Ho/4R7VP+hz1z/vzZf8AyPQB0FFc/wD8I9qn/Q565/35sv8A5Ho/4R7VP+hz1z/vzZf/ACPQB0FFc/8A8I9qn/Q565/35sv/AJHo/wCEe1T/AKHPXP8AvzZf/I9AHQUVz/8Awj2qf9Dnrn/fmy/+R6P+Ee1T/oc9c/782X/yPQB0FUL3/kJaZ/11f/0W1Z3/AAj2qf8AQ565/wB+bL/5HqleaBqY1DTwfGGtsTI+CYbLK/I3T/R/50AdbRXP/wDCPap/0Oeuf9+bL/5Ho/4R7VP+hz1z/vzZf/I9AHQUVz//AAj2qf8AQ565/wB+bL/5Ho/4R7VP+hz1z/vzZf8AyPQB0FFc/wD8I9qn/Q565/35sv8A5Ho/4R7VP+hz1z/vzZf/ACPQB0FFc/8A8I9qn/Q565/35sv/AJHo/wCEe1T/AKHPXP8AvzZf/I9AHQUVz/8Awj2qf9Dnrn/fmy/+R6P+Ee1T/oc9c/782X/yPQAeHv8AkOeLP+wrH/6RWtdBXB6FoWovrHidV8WazGU1NFZlis8yH7Jbnc2YCM4IHGBhRxnJO5/wj2qf9Dnrn/fmy/8AkegDoKK5/wD4R7VP+hz1z/vzZf8AyPR/wj2qf9Dnrn/fmy/+R6AOgqpqv/IHvf8Ar3k/9BNZX/CPap/0Oeuf9+bL/wCR6q6l4f1NdKvGPjDW2AgclTDZYPynji3oA6qiuf8A+Ee1T/oc9c/782X/AMj0f8I9qn/Q565/35sv/kegDoKqal/x6p/18Q/+jVrK/wCEe1T/AKHPXP8AvzZf/I9Vb/w/qa2yE+MNbb9/EMGGy/56Lzxb/jQB1VFc/wD8I9qn/Q565/35sv8A5Ho/4R7VP+hz1z/vzZf/ACPQB0FVLz/j60//AK+D/wCinrK/4R7VP+hz1z/vzZf/ACPVW68P6mLmxB8Ya2czkAmGy4/dvyP9H/D8aAOqorn/APhHtU/6HPXP+/Nl/wDI9H/CPap/0Oeuf9+bL/5HoA6Ciuf/AOEe1T/oc9c/782X/wAj0f8ACPap/wBDnrn/AH5sv/kegDVs/wDj61D/AK+B/wCikq3XK2vh/Uzc3wHjDWxicAkQ2XP7tOT/AKP+H4Va/wCEe1T/AKHPXP8AvzZf/I9AHQUVz/8Awj2qf9Dnrn/fmy/+R6P+Ee1T/oc9c/782X/yPQB0FFc//wAI9qn/AEOeuf8Afmy/+R6P+Ee1T/oc9c/782X/AMj0AdBRXP8A/CPap/0Oeuf9+bL/AOR6P+Ee1T/oc9c/782X/wAj0Aat5/x9af8A9fB/9FPVuuVuvD+pi5sQfGGtnM5AJhsuP3b8j/R/w/GrX/CPap/0Oeuf9+bL/wCR6AOgrn/GX/IDtv8AsK6b/wClsNH/AAj2qf8AQ565/wB+bL/5HrD8WaFqMWj27P4s1mYHU7BdrxWYAJu4QG+WAHIJyO2QMgjIIB3lFc//AMI9qn/Q565/35sv/kej/hHtU/6HPXP+/Nl/8j0AHiH/AJDnhP8A7Csn/pFdV0FcHruhaimseGFbxZrMhfU3VWaKzzGfslwdy4gAzgEc5GGPGcEbn/CPap/0Oeuf9+bL/wCR6AOgrn/EP/Ic8J/9hWT/ANIrqj/hHtU/6HPXP+/Nl/8AI9ZeoaVeWPiTwrLceINS1BDqciiK6jt1UH7Hc/MPLiQ54x1xyeOmADtKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8AAn/JPPDX/YKtf/RS10Fc/wCBP+SeeGv+wVa/+ilroKACiiigAooooAKKKKACiiigAooooAKoXv8AyEtM/wCur/8Aotqv1Qvf+Qlpn/XV/wD0W1AF+iiigAooooAKKKKACiiigAooooA5/wAPf8hzxZ/2FY//AEita6Cuf8Pf8hzxZ/2FY/8A0ita6CgAooooAKqar/yB73/r3k/9BNW6qar/AMge9/695P8A0E0AW6KKKACqmpf8eqf9fEP/AKNWrdVNS/49U/6+If8A0atAFuiiigAqpef8fWn/APXwf/RT1bqpef8AH1p//Xwf/RT0AW6KKKACiiigCpZ/8fWof9fA/wDRSVbqpZ/8fWof9fA/9FJVugAooooAKKKKACiiigCpef8AH1p//Xwf/RT1bqpef8fWn/8AXwf/AEU9W6ACuf8AGX/IDtv+wrpv/pbDXQVz/jL/AJAdt/2FdN/9LYaAOgooooA5/wAQ/wDIc8J/9hWT/wBIrqugrn/EP/Ic8J/9hWT/ANIrqugoAK5/xD/yHPCf/YVk/wDSK6roK5/xD/yHPCf/AGFZP/SK6oA6CiiigAooooAKKKKACiiigAooooAKKKKACiiigDg/Bdr4qbwL4ea31nRo4DplsY0k0mV2VfKXALC5AJx3wM+grc+x+MP+g7of/gmm/wDkqjwJ/wAk88Nf9gq1/wDRS10FAHP/AGPxh/0HdD/8E03/AMlUfY/GH/Qd0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)
AMORPHOUS CHOKE COILS
CAT. No. E1008F
The FM series coils are made of nano-crystal.
?MAJOR USES
@Common mode coils for noise filter in inverter or
large capacity power supply
?FEATURES
@Small profile, light through adoption of 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 suppression
in wide frequency range
@Excellent temperature characteristics
@Conforming to insulating type B and incombustibility UL94V-0
D2
W
L
a
D1
Maximum outer diameter :
Maximum width :
Total lead length* :
Soldering boundary* :
D1(Vertical), D2(Horizontal)
W
L=15mm(+5mm, -5mm)
a=1.5mmMAX
*The bottom of the core or coil ( ) is defined
as base surface.
?COIL STANDARD SPECIFICATIONS
?FREQUENCY - IMPEDANCE CHARACTERISTICS
0.01
0.1
1
10
100
1 10 100 1000 10000
Frequency f [kHz]
Impedance Z [kO]
LDFM015802MGQH0E
LDFM025282MGQH0E
LDFM020402MGQH0E
LDFM030172MGQH0E
LDFM015802MGQH0E
(FM15802MGQPBF)
LDFM020402MGQH0E
(FM20402MGQPBF)
LDFM025282MGQH0E
(FM25282MGQPBF)
LDFM030172MGQH0E
(FM30172MGQPBF)
15
20
25
30
30.0
16.0
10.0
7.0
8.0
4.0
2.8
1.7
15
6
5
4
2.0B1P
2.3B1P
1.8B2P
2.0B2P
65.0
65.0
65.0
65.0
65.0
65.0
65.0
65.0
35.0
35.0
35.0
35.0
LRF503415MQ
(F503415MQ)
LRF503415MQ
(F503415MQ)
LRF503415MQ
(F503415MQ)
LRF503415MQ
(F503415MQ)
Rating
mHmH
100kHz10kHz
Typical
Inductance
Rated
Current
A
D.C.R.
mo
(max)
Winding
mmfblines
Outside Dimensions
D1
mm W
mm
D2
mm
Coil Part No.
(Old Coil Part No.) Core Part No.
(Old Core Part No.)
(4/4)