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150
●●●●●●●●●● 薄型 SMD インダクタ
CI3030ASeries
ThinSMDInductorCI3030ASeries
単位Unit:mm
■特徴Features
●外形寸法図Outlinedrawing
推奨はんだ付けパターン
Thefollowingsolderingpatternsare
recommendedforreflow-soldering:
単位Unit:mm
3.0(L)×3.0(W)×0.8(T)mm
1.
3.0×3.0×0.8mmの小型・薄型の巻
線タイプです。
2. 鉛フリー対応。
3. RoHS対応。
4. 耐衝撃構造。
1.
Windingtype,compactandslimmodel
of3.0x3.0x0.8mm(LxWxT).
2. Lead-freetype.
3. ComplyingwiththeRoHSDirective.
4. Shockresistancestructure.
※1測定条件Measuringconditions:100kHz,25℃
※2許容電流は、インダクタンスが初期値より30%低下する直流重畳電流値(at25℃)Allowablecurrent
respectivelyissettoavaluewhichisdecreasedto30%beloweachinitialvalueofinductance
(at25℃)
●特性Characteristics
公称インダクタンス※1 インダクタンス許容差
直流抵抗 許容電流※2 自己共振周波数
Nominal Inductance
DCResistance
Allowable Self-resonant
Inductance Tolerance Current
frequency[Typ]
(H) (mΩ) Idc(mA) (MHz)
CI3030A1R0M
1.0μ ±20% 50±20% 1550 250
CI3030A1R5M
1.5μ ±20% 70±20% 1250 170
CI3030A2R2M
2.2μ ±20% 90±20% 1020 150
CI3030A3R3M
3.3μ ±20% 125±20% 830 120
CI3030A4R7M
4.7μ ±20% 165±20% 720 95
CI3030A6R8M
6.8μ ±20% 240±20% 580 80
CI3030A100M
10μ ±20% 340±20% 510 65
CI3030A150M
15μ ±20% 500±20% 400 50
CI3030A200M
22μ ±20% 760±20% 330 45
Types
ダミー端子
Dummy terminal
接続端子
Connection
terminal
30.8
3
3
1.1 0.8 1.1
1.1 0.8 1.1
3
1.35
0.7
1.35
1.35
0.7
1.35
2.746
0.327 0.327
2.746
0.327 0.327
100
10
1
0.1
Inductance[μH]
101100 1000 10000
Current[mA]
2.2μH
3.3μH
1.5μH
1.0μH
10μH
15μH
22μH
4.7μH
6.8μH
22μH
15μH
10μH6.8μH
4.7μH
100000
10000
1000
100
10
1
0.1
10.1 10 1000100
Frequency [MHz]
Impedance[
Ω
]
3.3μH2.2μH
1.5μH1.0μH
●インダクタンス直流電流重畳特性
●InductanceDCbiascharacteristics
●インピーダンス周波数特性
●Impedance-frequencycharacteristics