Curling the edge of single jersey / Lycra single jersey fabric:
![Image result for dyeing faults](data:image/jpeg;base64,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)
· When the single jersey/ lycra single jersey fabrics laying on the table the both side salvage may be curling (rope).
Causes:-
· Dimensional instability of the single jersey knitted fabrics.
· The
face side of the fabric has loops;where as the back side has only yarn
floats, so there is an imbalance between the face & back side of the
fabric.
Remedies:-
· Gumming of both edges of the single jersey fabrics, while stentering can be control the curling.
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