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.04" diameter coiled bifurcated ber with bendable probe sensing end
Plastic Fiber Optic Assembly model PBP46UC
PBP46UC
p/n 26088
This Banner plastic fiber is designed to be cut by the customer to the length required for the appli-
cation. To facilitate cutting, a Banner model PFC-1 cutting device is supplied with this fiber.
Cut the fiber as follows:
1) Locate the "control end" of the fiber (the unfinished end). Determine the length
of fiber required for the application. At the control end of the fiber, separate the two
fibers. Lift the top (blade) of the cutter to open the cutting ports. Insert one of the
control ends through one of the four large cutting ports on the PFC-1 cutter so that the
excess fiber protrudes from the back of the cutter.
2) Double-check the fiber length, and close the cutter until the fiber is cut. Using a different
cutting port, cut the second control end to the same length as the first. Separate the cut ends for a
length of 2 to 3 inches to allow proper attachment to the sensor.
3) Gently wipe the cut ends of the fiber with a clean, dry cloth to remove any contamination.
Do not use solvents or abrasives on any exposed optical fiber. Do not use a cutting port more than once. The blade may tend to dull after one cut.
PFC-1 Cutting Device
SENSING RANGE: A function of the sensor. For further information, see the
data sheet packed with the sensor, or refer to the Banner product catalog.
TEMPERATURE EXTREMES: Temperatures below -30°C will cause
embrittlement of the plastic materials but will not cause transmission loss.
Temperatures above +70°C will cause both transmission loss and fiber
shrinkage.
REPEAT BENDING/FLEXING: Life expectancy of plastic fiber optic cable
is in excess of one million cycles at bend radii of no less than the minimum
(stated at right) and a bend of 90 degrees or less. Avoid stress at the point where
the cable enters the sensor ("control end") and at the sensing end tip. Coiled
plastic fiberoptic assemblies are recommended for any application requiring
reciprocating fiber motion.
OPERATING TEMPERATURE: -30 to +70°C (-20 to +158°F).
CHEMICAL RESISTANCE: The acrylic core of the monofilament opti-
cal fiber will be damaged by contact with acids, strong bases (alkalis) and
solvents. The polyethylene jacket will protect the fiber from most chemical
environments. However, materials may migrate through the jacket with long
term exposure. Samples of fiber optic material are available from Banner for
testing and evaluation.
MINIMUM BEND RADIUS OF PLASTIC FIBER: 1.0 inch (25 mm)
CONSTRUCTION:
OPTICAL FIBER: acrylic monofilament
PROTECTIVE JACKET: black polyethylene
BENDABLE PROBE END TIP: annealed T304 stainless steel
Fiber Cutting Information
Additional Specications
Printed in USA p/n 03430L4B
Model PBP46UC is a bifurcated coiled plastic fiber optic assembly with
a 3.5-inch (89 mm) long bendable probe type sensing end. Coiled plastic
fibers are especially well suited to applications requiring repeated flexing
(reciprocating motion).
The PBP46UC operates in the diffuse sensing mode. Sensing light is trans-
mitted and received through the end of the probe. Objects are detected by
the light they reflect back through the probe end. Fiber core diameter is .04 inch.
The PBP46UC may be used with plastic fiber optic sensors from the following Banner sensor families: D12, OMNI-BEAM,
MAXI-BEAM, VALU-BEAM, Q45, Q19, PC44, MINI-BEAM, and
ECONO-BEAM. See page 2 for further information.
Description
Bendable
probe
sensing end
"R" ≥ .5" (13 mm).
Use dowel, rod, or tubing
to form probe bend angle.
Bend gently and gradually.
Do not "kink" the probe.
The probe may not be bent
within 0.5 inches (13 mm) of either end.
Bending the
probe