Optical Characteristics (T = 25˚C)
A
Viewing
Luminous
Intensity/
TotalFlux
Peak
Dominant
Angle
Luminous
Efficacy η
[1]
[2]
[3]
Wavelength Wavelength 2 θ
1/2
v
Dice
Technology Typ.
λ
(nm)
λ (nm)
(Degrees) (lm/W)
I (mcd)/Φ (mlm)
Typ.
PEAK
D
v
v
Color
Part Number
HSMS-A100
HSMH-A100
HSMC-A10x
HSMZ-A100
HSMJ-A10x
HSMV-A100
HSMD-A100
HSML-A10x
HSMY-A100
HSMA-A10x
HSMU-A100
Typ.
626
637
626
630
615
617
602
605
585
590
592
569
570
560
560
525
505
462
470
Typ.
120
120
120
120
120
120
120
120
120
120
120
120
120
120
120
120
120
120
120
Typ.
120
63
Red
GaP
635
645
635
639
621
623
600
609
583
592
594
565
575
558
566
523
502
428
468
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
0.45
AlGaAs
AlInGaP
AlInGaP
AlInGaP
AlInGaP
GaP
150
155
240
263
380
320
520
480
500
590
560
650
610
500
300
65
RedOrange
Orange
AlInGaP
GaP
Amber
AlInGaP
AlInGaP
GaP
YellowGreen HSMG-A100
HSME-A100
AlInGaP
GaP
EmeraldGreen HSMG-A100
HSME-A100
AlInGaP
InGaN
InGaN
GaN
Green
Cyan
Blue
HSMM-A10x
HSMK-A10x
HSMB-A100
HSMN-A10x
InGaN
75
Notes:
1. The dominant wavelength, λ , is derived from the CIE Chromaticity Diagram and represents the color of the device.
D
2.
θ
is the off-axis angle where the luminous intensity is 1/2 the peak intensity.
1/2
3. Radiant intensity, I in watts/steradian, may be calculated from the equation I = I /η , where I is the luminous intensity in candelas and η is
e
e
v
v
v
v
the luminous efficacy in lumens/watt.
Electrical Characteristics (T = 25˚C)
A
Forward Voltage
Reverse Voltage
V @ 100 µA
R
Reverse Voltage
V @ 10 µA
R
Thermal
Resistance
V (Volts) @ I = 20 mA
F
F
Part Number
HSMS/D/Y/G
HSMH
Typ.
Max.
Min.
Min.
—
—
—
—
5
Rθ (°C/W)
JP
2.2
1.9
1.9
2.2
3.9
3.4
2.6
5
180
180
280
280
280
280
2.6
5
HSMC/J/L/A/E
HSMZ/V/U
HSMB
2.4
5
2.6
5
4.3
—
—
HSMM/K/N
4.05
5
7
HP [ HEWLETT-PACKARD ]
