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FDA1254
Inductance Range: 0.68~8.0H
9.7
NC
2.9 2.4
3.0
5.0 2.52.5
(Unit: mm)
FEATURES 特長
13.5 12.6mm square and 5.4mm Max. height.
Magnetically shielded construction low DC resistance.
The use of magnetic iron powder ensure capability for
large current.
Low audible core noise.
Ideal for DC-DC converter applications in hand held
personal computer and etc.
RoHS compliant
13.5 12.6 角、高さ5.4mm Ma x.
閉磁路構造、低直流抵抗
磁性材に鉄系磁性粉を用いた大電流対応
低コア鳴きノイズ
ノートパソコンなどのDC-DC コンバータ用インダクタ
などに最適
RoHS指令対応
TOKO STANDARD PART NUMBERS 東光 標準品一覧
TYPE FDA1254 (Quantity/reel; 500 PCS)
東光品番 インダクタンス(1) 許容差 直流抵抗(2) 直流重畳許容電流(3) 温度上昇許容電流(4)
TOKO
Part
Number
Inductance(1)
(H) Tolerance
(%)
DC
Resistance(2)
(m) Max . (T y p.)
Inductanc e
Decrease Current(3)
(A) Max. ( Ty p. )
=20%
Temperatur e
Rise Current(4)
T=40C
(A) Max. (T y p. )
FDA1254-R68M 0.68 20 1.5 (1.24) 29.1 (38.8) 23.7 (29.7)
FDA1254-1R0M 1.0 20 2.0 (1.63) 25.2 (33.7) 20.5 (25.7)
FDA1254-1R2M 1.2 20 2.6 (2.05) 20.2 (26.9) 18.4 (23.1)
FDA1254-2R2M 2.2 20 4.5 (3.61) 14.7 (19.6) 14.2 (17.8)
FDA1254-3R3M 3.3 20 7.0 (5.51) 13.1 (17.5) 11.5 (14.4)
FDA1254-4R7M 4.7 20 8.8 (7.12) 11.2 (14.9) 10.2 (12.8)
FDA1254-5R6M 5.6 20 9.4 (7.80) 10.8 (14.4) 9.1 (11.4)
FDA1254-8R0M 8.0 2016.0 (12.8) 9.1 (12.3) 7.1 (8.9)
(1) Inductance is measured with a LCR meter 4284A (Agilent
Technologies) or equivalent.
Test frequency at 100kHz
(2) DC resistance is measured with 34420A (Agilent Technologies) or
3541(HIOKI). (Reference ambient temperature 25°C)
(3) Inductance Decrease Current based upon 20% ind uctance
reduction from the initial value.
(4) Temperature Rise Current based upon 40°C temperature rise.
(Reference ambient temperature 25°C)
(5) Absolute maximum voltage 30VDC.
NOTICE: Please be sure that you carefully discuss your planned
purchase with our sales division if you intend to use the
product for business use etc. is severe.
(1) インダクタンスはLCR メータ4284A(Agilent Technologies)
または同等品により測定する。
測定周波数は100kHz。
(2) 直流抵抗は測定器34420A(Agilent Technologies)または3541
(HIOKI)と同等品により測定する。(周囲温度25℃)
(3) 直流重畳許容電流:直流重畳電流を流した時インダクタンスの
値が初期値より20%減少する直流電流値。
(4) 温度上昇許容電流:コイルの温度が40℃上昇する値
(周囲温度25℃を基準とする。)
(5) 絶対最大電圧 30VDC
ご注意:業務用など、厳しい使用条件でのご使用をご検討の場合
は必ず事前に弊社営業窓口までご相談ください。
L
L
Recommended patterns
推奨パターン図
Fixed Inductors for Surface Mounting
面実装用固定インダクタ