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Par am et er Symbol A bsolut e M axim um Rat i ng Unit
Forward Current IF 600 mA
Power Dissipation PD 7.2 W
Electrostatic Discharge ESD 800 V
Operating Temperature Topr -25~+60 ºC
Storage Temperature Tstg -40~+80 ºC
A bsol ut e M axi m um Rat ing at TA = 25ºC
Parameter Symbol Color Condition Min Typ Max Unit
Forward Voltage DC VF RGB IF = 600mA - - 12 - - V
R IF = 200mA - - 624 - -
G IF = 200mA - - 518 - -
B IF = 200mA - - 471 - -
R IF = 200mA - - 21 - -
φVG IF = 200mA - - 55 - -
B IF = 200mA - - 21 - -
Recommend Forward Current IF - - - - - - 600 - - mA
nm
Im
El ect rical / O pt i cal Char act erist i cs at TA = 25ºC
λDDominant Wavelength
Luminous Flux