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HAMAMATSU PHOTONICS K.K., Solid State Division
1126-1 Ichino-cho, Higashi-ku, Hamamatsu City, 435-8558 Japan, Telephone: (81) 53-434-3311, Fax: (81) 53-434-5184, www.hamamatsu.com
U.S.A.: Hamamatsu Corporation: 360 Foothill Road, P.O.Box 6910, Bridgewater, N.J. 08807-0910, U.S.A., Telephone: (1) 908-231-0960, Fax: (1) 908-231-1218
Germany: Hamamatsu Photonics Deutschland GmbH: Arzbergerstr. 10, D-82211 Herrsching am Ammersee, Germany, Telephone: (49) 08152-3750, Fax: (49) 08152-2658
France: Hamamatsu Photonics France S.A.R.L.: 19, Rue du Saule Trapu, Parc du Moulin de Massy, 91882 Massy Cedex, France, Telephone: 33-(1) 69 53 71 00, Fax: 33-(1) 69 53 71 10
United Kingdom: Hamamatsu Photonics UK Limited: 2 Howard Court, 10 Tewin Road, Welwyn Garden City, Hertfordshire AL7 1BW, United Kingdom, Telephone: (44) 1707-294888, Fax: (44) 1707-325777
North Europe: Hamamatsu Photonics Norden AB: Smidesvägen 12, SE-171 41 Solna, Sweden, Telephone: (46) 8-509-031-00, Fax: (46) 8-509-031-01
Italy: Hamamatsu Photonics Italia S.R.L.: Strada della Moia, 1/E, 20020 Arese, (Milano), Italy, Telephone: (39) 02-935-81-733, Fax: (39) 02-935-81-741
Information furnished by HAMAMATSU is believ ed to be reliable. How ever, no responsibility is assumed for possible inaccuracies or omissions.
Specifications are subject to change without notice. No patent rights are granted to any of the circuits described herein. ©2006 Hamamatsu Photonics K.K.
Infrared LED
L5276, L5586, L6286
Cat. No. KLED1015E02
Jun. 2006 DN
■ Pulse forward current vs. duty ratio
2
■ Emission spectrum ■ Radiant flux vs. forward current
■ Radiant output vs. ambient
temperature
■ Directivity
KLEDB0292EA
KLEDB0108EA
KLEDB0293EA
KLEDB0291EA
■ Forward current vs. forward voltage
KLEDB0109EA
■ Allowable forward current vs. ambient
temperature
KLEDB0110EA
■ Dimensional outline (unit: mm)
3.5
5˚
10˚
3.5
0.6
0.4
2.54
(SPECIFIED AT THE LEAD ROOT)
(1.0) (1.15)
1.6
5.0 MIN.
1.3
1.6
0.72
0.57
0.16
R 0.45
10˚ 5˚
Shaded area indicates burr.
Tolerance unless otherwise noted: ±0.2, ±2˚
Values in parentheses are not guaranteed,
but for reference.
BURR
KLEDA0023EA
KLEDB0111EA
WAVELENGTH (nm)
RELATIVE RADIANT OUTPUT (%)
800 900 1000 1100
(Typ. Ta=25 ˚C, I
F
=20 mA)
0
40
20
60
80
100
L5586
L6286
L5276
FORWARD CURRENT (mA)
RADIANT FLUX (mW)
10.1
0.01
0.1
10
1
10 100
(Typ. Ta=25 ˚C)
L5276
L5586
L6286
FORWARD VOLTAGE (V)
FORWARD CURRENT (mA)
(Typ. Ta=25 ˚C)
1.0 1.1 1.2 1.3 1.4
1
100
10
1.5
L5586
L5276
L6286
20˚10˚0˚10˚20˚
90˚
80˚
50˚
40˚
30˚
70˚
60˚
90˚
80˚
50˚
40˚
30˚
70˚
60˚
80 %
40 %
60 %
L5586
20 %
100 %
RELATIVE RADIANT OUTPUT
L6286
L5276
(Typ. Ta=25 ˚C)
0.1
-50 -25 0 25 50 75 100
(Typ. normalized at Ta=25 ˚C)
AMBIENT TEMPERATURE (˚C)
RELATIVE RADIANT OUTPUT
1
10
L5586, L6286
L5276
100
(Typ.)
-250 255075
0
AMBIENT TEMPERATURE (˚C)
ALLOWABLE FORWARD CURRENT (mA)
70
60
50
40
30
20
10
L5276
L5586
L6286
PULSE FORWARD CURRENT (mA)
DUTY RATIO (%)
(Ta=25 ˚C, PULSE WIDTH ≤ 100 µs)
10000
1000
100
10
10
-1
10
2
10
1
10
0