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© Coilcraft Inc. 2013
This product may not be used in medical or high
risk applications without prior Coilcraft appr
oval.
Specification subject to change without notice.
Please check web site for latest infor
Document 143-2 Revised 04/20/12
Document 143-2
Standard Series
Shown here are typical common mode fre-
quency plots of each part number. The plots
indicate the relative performance of each part
over the frequency range of most interest for
designers of equipment that must meet FCC
and VDE noise regulations. It is important to
note that only a common mode signal will
be attenuated as shown. Differential mode
power such as 50/60 Hz power line currents
or data signals will pass through unimpeded
by the common mode impedance. The inser-
tion loss for differential signals is shown in
the lower graph. These data were taken in a
50 Ohm system. All parts should be tested
using an appropriate Line Impedance Sta-
bilization Network (LISN) when testing EMI/
RFI performance of off-line power converters.
Common Mode Attenuation*
Differential Mode Attenuation*
Current Leakage Interwinding Lead
Part Inductance rating inductance SRF DCR max isolation diameter Weight
number min (Amps) max (µH) typ (Ohms) (Volts rms) nom (g)
P3213-AL 3.5 mH 1.3 62 500 kHz 0.150 1250 0.051/1,29 15.8
P3214-AL 1.7 mH 2.0 32 850 kHz 0.065 1250 0.051/1,29 16.1
P3215-AL 1.0 mH 3.2 22 1.25 MHz 0.036 1250 0.051/1,29 16.9
P3216-AL 750 µH 5.0 19 1.30 MHz 0.022 1250 0.051/1,29 17.6
P3217-AL 425 µH 8.1 10 1.75 MHz 0.012 1250 0.040/1,02 18.2
P3218-AL 275 µH 13.0 8 2.00 MHz 0.008 1250 0.051/1,29 19.8
1. All parts have #16 AWG solder coated copper wire leads except P3217-A, which has #18 AWG leads.
2. Operating temperature range –40°C to +85°C.
3. Electrical specifications at 25°C.
4. Parts in bold type are included in Coilcraft Designer’s Kit P402.
5
10
15
20
25
30
35
40
45
50
Frequency (MHz)
0.0001 0.001 0.01 0.1 110100
P3218-A
P3216-A
P3217-A
P3215-A
P3214-A
P3213-A
*measured on Agilent/HP 3577A network analyzer.
5
10
15
20
0.0001 0.001 0.01 0.1 110 100
Frequency (MHz)
P3213-A
P3214-A
P3215-A, P3216-A,
P3217-A, P3218-A