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www.fraen.com 1/9 FLT series lenses for Seoul LEDs, REV 00
FLT Lens Series
for Seoul
1
LEDs
High efficiency
Available in 3 different beams
Easy assembly
The FLT lens series offers three lenses
specifically designed for compatibility with Seoul
LEDs.
A software-optimized aspheric profile combined
with shaped front surfaces and micro-lenses
provide several different beam output patterns:
medium, wide and elliptical beams
2
.
The design of the FLT series insures that almost
all of the light emitted by the LED is captured and
usefully directed, resulting in a lens with maximum
performance and efficiency.
The FLT series is available as lenses alone or as
assemblies in black, white or transparent holders.
The lens assemblies allow for easy and accurate
assembly of the FLT lens to your LED and fixture.
Typical applications are:
Reading lamps
MR11 and MR16 Fixtures
Signs
Architectural Lighting
(1) For technical information about Seoul
Semiconductor LEDs please refer to the
Seoul datasheet or visit:
http://www.seoulsemicon.com/en/html/main/
(2) Typical beam divergence may change with
LED binning and color.
FRAEN Corporation
80 Newcrossing Road
Reading MA 01867
USA
Phone:+1 781.205.5300
Fax: +1 781.942.2426
Inquiries: optics@fraen.com
Website: fraen.com
For ordering or sales information in your region,
please visit http://www.fraen.com/optics/contact-
us/.