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SC seriesseries
Fiber Optic ConnectorsFiber Optic Connectors
!Alignment sleeve material : zirconia ceramic or phosphor bronze
!Snap-in or flange screw-in mounting
!Color code : Multimode PC : Beige
Singlemode PC : Blue
Features
Duplex adaptors
Alignment sleeve Packaging SC/PC multimode SC/PC singlemode SC/APC singlemode
(Beige) (Blue) (Green)
Phosphor bronze 1 F 728 743 800 F 728 743 200 -
Snap-in mounting 100 F 728 753 800 F 728 753 200 -
Phosphor bronze 1 F 728 740 800 F 728 740 200 -
Screw-in mounting 100 F 728 750 800 F 728 750 200 -
Zirconia ceramic 1 F 728 743 700 F 728 743 000 F 728 743 100
Snap-in mounting 100 F 728 753 700 F 728 753 000 F 728 753 100
Zirconia ceramic 1 F 728 740 700 F 728 740 000 F 728 740 100
Screw-in mounting 100 F 728 750 700 F 728 750 000 F 728 750 100
Panel clip for duplex adaptor (Bag of 10 clips) : F 718 091 210
15
or or
[inches]