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ModuLED Optics Adaptor for Reflector & Lens connection
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No.818, Dashun 2nd Rd., Sanmin Dist., Kaohsiung City 80787, Taiwan
sales@mechatronix-asia.com www.led-heatsink.com www.mechatronix-asia.com
Tel: +886-7-381-5892 Fax: +886-7-383-9293 VAT: 28600841
Features & Benefits
Specific designed adaptor plate for assembly of CoolBay®
Lens and CoolBay® Reflectors on ModuLED Mega / Giga
series high bay LED Coolers.
With the ModuLED optics adaptor you get an
unprecedented flexibility in choices of optics.
Equipping your high bays with a wide variety of reflectors
in metal or plastic, adding lenses for a controlled light
image,... it all becomes plug-and-play.
With the Dust Protection Plate you can prevent dust
accumulation in the lens or reflector cover through open
structure of the ModuLED cooling fins.
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•
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Example : ModuLED Mega optics adaptor
ModuLED optics adaptor
1
1LED cooler compatibility
Mega - for ModuLED Mega-HBG
Giga - for ModuLED Giga-HBG
Order Information
Optics total assembly example:
Optics adaptor
Dust Protection
Plate *optional
CoolBay® Lens
Reflector
ModuLED Mega / Giga
LED cooler