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L-com, Inc. 50 High St., West Mill, 3
rd
Floor, Suite #30 North Andover, MA 01845
www.L-com.com E-mail: sales@L-com.com Phone: 1-800-343-1455 Fax: 1-978-689-9484
© L-com, Inc. All Rights Reserved. L-com Global Connectivity and the L-com logo are registered marks.
L-Com’s Fiber Enclosure Rack Mount Units with 24 Port Splice Panel
Model: FE
-RM2U24PSP
Applic a t ions and F eatures
Splice and Fib er Manage me nt in sec ure
enclosures
Rapid dis tribution through Front Patch Panel
Splice Tray Storage and Distribution
Handling o f Cros s Connec t Functions
Uses L-com FSP Patch Panels for organized
Cable Distribution
Steel cons tr uc ti o n with Black Powder Coating
Standar d Rack Mo unt hard w are includ e d
Uses L-com F E-STxx Splice Trays for High
Density Splice setups
Latching op tions front and rear panels
RoHS Compliant
Slide-out drawer for easy connector access
Description
L-Com’s Rack Mounted Fiber Cable and Distribution Manage me nt cr o ss conne c t rack enclosures offer a perfe c t solution for the
termination and distribution of Fiber for the professional. The 1U, 2U, 3U, and 4U rack configurations permit positive fiber
manageme nt, conne c tivity and dis trib ution for 18 to 72 fibers. They perform all of the cross connecti v ity f unc tions of Splicing,
Termination, and Interconnection for your p lant, backbone and in-building fiber cabling. Thes e rack e nc los ures pro v ide the
professional with economical protecting of critical network components . They are fabricat ed of steel offering protection from
damage in rack s and also in networ k c lo sets . The cable entry points are fully protected and prov ide e asy acc ess .
L-Com’s Fiber Enclosure Line offers exception integrated fiber management in a standard rack mount enclosure configuratio n.
Whether you select the Rack enclosure empty or configured for your application, L-Com provides a durability enclosure with the
convenience of one point distribution.
Rack Mount Models available from L-Com
FIBER ENC LOS URE RACK MOUNT 1U 18 PORT SPLICE PANEL
FIBER ENC LOS URE RACK MOUNT 2U 24 PORT SPLICE PANEL
FIBER ENC LOS URE RACK MOUNT 3U 48 PORT SPLICE PANEL
FIBER ENCLOSURE RACK MOUNT 4U 72 PORT SPLICE PANEL
Shown with Optional Patch Pan els, Splice