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Dialight_CBI_data_599-0603_Apr2018www.dialightsignalsandcomponents.com
Dialight reserves the right to make changes at any time in order to supply the best product possible. The most current version of this document will always be available at: www.dialightsignalsandcomponents.com
Warranty Statement: Except for the warranty expressly provided for [herein/above/below], Dialight disclaims any and all other warranties, express or implied, including, without limitation, any warranties of merchantability, fitness
for a particular purpose, title, and noninfringement.
Diagram Characteristics of Radiation
0°
0°
0.2
0.4
0.6
0.8
1.0
20°40°
40°
50°
70°
90°
20°
60°80°100°
Blue
black =
all other
colors
Forward Voltage VF (V)
Forward Current (mA)
30
20
10
Forward Current vs.
Forward Voltage (Ta=25 °C)
1.5 2.0 2.5 3.0 3.5 4.0 4.5
R/O
Red
Green
Forward Current (mA)
Relative Intensity
1.5
1.0
0.5
Relative Intensity vs.
Forward Current (Ta=25 °C)
010 20 30
R/O
Green
black =
all other
colors
Ambient Temperature Ta (°C)
Forward Current (mA)
40
30
20
10
Maximum Forward Current vs.
Ambient Temperature
020 40 60 80 100 120
R/O
Blue
black =
all other
colors
Ambient Temperature Ta (°C)
Relative Intensity
10
1.0
0.5
0.1
Relative Intensity vs.
Ambient Temperature
-50 050 100
Orange
black =
all other
colors
Absolute Maximum Ratings @ Ts = 25 °C Color
Power Dissipation (mW) 72
102 G - InGaN
70 B
Forward Current (mA) 30 20 B
Reverse Voltage (V) 5
Operating Temp (°C) -40 to +100
Storage Temp (°C) -40 to +100
Peak Pulse Fw Current (mA) 60
Electrostatic Discharge
(HBM) (V) 2000 1000 G - InGaN
B
Junction Temp (°C) 105
Electrical/Optical Characteristics Luminous
Intensity
Dominant
Wavelength
Forward
Voltage Viewing
Angle
(°deg.)
Thermal
Resistance
(°C / W)
Reverse
Current
Intensity
(µA)
Dialight P/N
Emitted Color Material Lens
Color
If = 20 ma
Rth(j-s)
If=20 ma
20-Piece Tape 7" Reel, 4000 pcs Min Typ Min Typ Max Typ Max (Ir) VR=5 V
599-0010-002F 599-0010-007F Red
AllnGaP
Non
Diffused
23 45 625 633 640 2.1 2.5
140 450 10
599-0020-002F 599-0020-007F Red-Orange 90 169 620 625 630 2.1 2.5
599-0030-002F 599-0030-007F Orange 53 90 600 605 610 2.1 2.5
599-0040-002F 599-0040-007F Yellow 68 105 585 590 595 2.1 2.5
599-0060-002F 599-0060-007F Yellow-Green 943 562 569 575 2.1 2.5
599-0081-002F 599-0081-007F Green
InGaN
195 340 517 525 530 3.1 3.5
599-0091-002F 599-0091-007F Blue 68 105 465 470 475 3.2 3.6