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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
PoE Transformer
Document 549
Document 549 Revised 09/12/11
For National Semiconductor
LM5071 & LM5072 PD Controllers
1. When ordering, please specify a packaging code:
FA2519-ALD
Packaging: D = 13″ machine ready reel. EIA-481 embossed plastic
tape (175 per full reel).
B = Less than full reel. In tape, but not machine ready.
To have a leader and trailer added ($25 charge), use
code letter D instead.
2. Inductance is for the primary, measured at 250 kHz, 0.7 Vrms, 0 Adc.
3. Ipk is the peak current drawn at minimum input voltage.
The FA2519-AL surface mount flyback transformer was
developed specifically for National Semiconductor LM5071
and LM5072 Powered Devices Controllers in 13 Watt
Power over Ethernet (PoE) applications.
It is designed to operate at 250 kHz with a PoE input volt-
age of 36 – 72 Volts. It can also accept a 12 V input from
auxiliary sources. Output with the secondary windings
connected in parallel, is 3.3 V, 3.3 A. Output of the auxiliary
winding is 10 V, 20 mA.
Coilcraft can also design custom transformers with volt-
age, inductance and DCR values to meet your specific
requirements.
For free evaluation samples, contact Coilcraft or order
them on-line at www.coilcraft.com.
5
Aux
Pri
9
8
7
10
11
1
3
4
2
4. DCR for the primary and for the secondary is with the windings con-
nected in parallel.
5. Leakage inductance measured on the primary windings with all second-
ary pins shorted.
6. Turns ratio is with the primary windings and the secondary windings
connected in parallel.
7. Isolation is from primary and auxiliary windings to secondary windings
for one minute.
8. Operating temperature range
–
40°C to +125°C.
9. Electrical specifications at 25°C.
Refer to Doc 362 “Soldering Surface Mount Components” before soldering.
Weight 13.5 g
Terminations Tin-silver over tin over nickel over phos bronze
Packaging 175 per 13″ reel Plastic tape: 44 mm wide,
0.4 mm thick, 28 mm pocket spacing, 11.9 mm pocket depth
Part
L at 0 A
2
L at Ipk
3
DCR max (Ohms)
4
Leakage L
5
Turns ratio
6
Ipk
3
Isolation
7
number
1
±10% (µH) ±10% (µH) pri aux sec (µH) pri : sec pri : aux (A) (Vrms)
FA2519-AL_ 55 40.2 0.026 0.388 0.0026 0.62 1 : 0.20 1 : 0.60 2.4 1500
Primary windings and secondary
windings to be connected in parallel
on PC board.
Dimensions are in
inches
mm