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N
e
w
• All dimensions in mm
SMD Power Inductors
PISA 2416
Magnetically Shielded
A
3.40
1.90
5.2 max
6.5 max
6.1 max
2.3
7.3
2.1
3.1
2.1
Recommended layout
for solder pads
Inductance
L (µH)
4.7
10
12
15
18
22
27
33
39
47
56
68
82
100
120
150
180
220
270
330
390
470
560
680
820
1000
f
L
(kHz)
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
1
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
20
Tol
± (%)
Rated DC
Current
I (A)
2.40
1.35
1.20
1.10
1.00
0.91
0.82
0.75
0.69
0.62
0.58
0.52
0.47
0.43
0.39
0.35
0.32
0.29
0.26
0.23
0.22
0.2
0.18
0.17
0.15
0.14
PISA2416-4R7M-04
PISA2416-100M-04
PISA2416-120M-04
PISA2416-150M-04
PISA2416-180M-04
PISA2416-220M-04
PISA2416-270M-04
PISA2416-330M-04
PISA2416-390M-04
PISA2416-470M-04
PISA2416-560M-04
PISA2416-680M-04
PISA2416-820M-04
PISA2416-101M-04
PISA2416-121M-04
PISA2416-151M-04
PISA2416-181M-04
PISA2416-221M-04
PISA2416-271M-04
PISA2416-331M-04
PISA2416-391M-04
PISA2416-471M-04
PISA2416-561M-04
PISA2416-681M-04
PISA2416-821M-04
PISA2416-102M-04
Part No
0.09
0.12
0.13
0.18
0.24
0.27
0.3
0.33
0.37
0.52
0.56
0.63
0.71
1.03
1.15
1.68
1.87
2.08
2.37
2.67
2.94
3.93
5.43
7.32
8.24
9.26
DCR
max
(Ω)
Revision date : 25 Jul 2018
- Additional gluing to PCB board is recommended.
-
I - see description in Inductors Technical Data.
Remarks :
SPQ : Taped / Reel 1000 [-04]
Core Material : Ferrite
Base Material : Plastic
1
10
100
1000
10000
0.01 0.1 1 10 100
Typical Ls vs Frequency (ƒ)
Frequency (MHz)
Inductance (µH)
1
10
100
1000
10000
1 10 100 1000 10000
Inductance (µH)
Current (mA)
Typical Ls vs Current (I)
1000 µH
100 µH
10 µH
1000 µH
100 µH
10 µH
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