Fabric width Variation:-![Image result for dyeing faults](data:image/jpeg;base64,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)
Definition:
· Different rolls of the same fabric lot, having difference in the finished width of the fabric.
Causes:-
· Grey fabric of the same lot, knitted on different makes of knitting machines, having varying number of Needles in the cylinder.
· Roll to roll difference, in the dyed fabric stretched width, while feeding the fabric on the stenter, compactor or calendar.
· 9The whole lot of grey fabric should be knitted on the same make of knitting machines.
· For
same gauge & diameter of the knitting machines, there can be a
difference as high as 40 needles from one make to other make of the
machine, these difference of up to 2”-3” Finished DIA( + or –) of the
fabrics.
· During stenter&finishing, the stretched width of the fabrics should be remaining constant.
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