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Optical cable for sewer installation
Cable Design
• Central Strength Member (CSM).
• Loose Tube containing fibres and filled with a suitable water tightness
compound.
• Loose tubes SZ stranded around the CSM.
• Longitudinal Water Tightness: flooded with filling compound.
• Peripheral Strength Elements
• Inner Sheath: PE. Black. Ripcords beneath.
• Armour: both sides copolymer coated corrugated steel.
• Ripcords beneath the tape.
•
Outer Sheath: PE. Black.
- not to scale -
Features and advantages
Sewer installation.
Armoured cables are very suitable for sewer installation where
there is high risk of rodent presence.
Armoured structure and double jacket provides additional
compressive strength and complete rodent protection.
Double polythene sheath structure protects against corrosive
environments
Static cable bending radius 15 x cable diameter
Temperature range -40°C to +70°C
Technical data
No. of Fibres (x12)
≤
≤≤
≤
12 24 36 48 60 72 96 144 192 288
Cable Diameter
mm
13.8 13.8 13.8 13.8 13.8 14.3 15.9 19.2 19.4 22.5
Cable Weight
Kg/km
180 180 180 180 180 200 240 335 345 455
International Standards :
IEC 60794; IEC 60793; ITU-T Rec. G.650; ITU-T Rec. G.652
ITU-T Rec. G.655 ; ITU-T Rec. G.656 ; ITU-T Rec. G.657