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ORDERING INFORMATION
Page 1 of 2
Large Core Fiberoptic
Patchcords / Cable Assemblies FO-P Series
All connector styles or end
fittings can be accommodated.
All fiber sizes up to 1 mm in
diameter are standard (larger
fibers available).
Transmission from 180 nm
through 2100 nm and longer
High power and custom end
fittings available
Harsh environments/Space
constraints:
- rugged packaging
- high temperature
- high vacuum
- radiation
- UV solarization
- vacuum feedthrough
Features and Benefits
Emission, fluorescence and
absorption spectroscopy
Laser beam transmission
Illumination
Sensors
Vacuum feedthroughs
Applications
Patchcords and cable assemblies are differentiated from bundles and arrays in that
these assemblies incorporate a single fiberoptic. RoMack fabricates patchcords and
cable assemblies using all standard fiber types - glass clad,. silica clad, and plastic clad
- with NAs of from 0.19 to 0.66 or higher. Fibers made from plastic, borosilicate, silica or
chalcogenides may be used. RoMack offers the widest range of materials possible, to
tailor products to both technical and economic requirements.
RoMack can provide any standard fiberoptic connector or end fitting and can fabricate
custom end fittings to suit your custom or OEM applications.
ORDERING INFORMATION
FO-P Series products need to be specified with regard to their lengths, fiber type and
end terminations, along with any specialty information.
The part numbering system is for the most common assemblies. If the device you
desire does not conform to the system as shown, please call Fiber Optic Center.
The connectors or end fittings specified are standard, but we are able to provide any
end fitting that can be made.
SPECIFICATIONS:
Fiber transmission curves and other performance details can be provided as required.
F
OR
ADDITIONAL
INFORMATION
ON
THIS
OR
OTHER
PRODUCTS
AND
THEIR
AVAILABILITY
,
PLEASE
CONTACT
F
IBER
O
PTIC
C
ENTER
, I
NC
.
Fiber Optic Center, Inc., 23 Centre Street, New Bedford, MA, 02740-6322, USA Website: www.focenter.com
e-mail: sales@focenter.com, Toll Free: (800) IS-FIBER, (800) 473-4237, Tel: (508) 992-6464, Fax: (508) 991-8876