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Need for Numbers in Textiles
In any manufactured product no two articles are perfectly alike, For
example, it is impossible to find two lots of yarn having exactly the
same count, strength, evenness, length etc. this is because the raw
material i.e. cotton itself varies from fibre to fibre within a bale, bale to
bale, and season to season.
Further, it is impossible to eliminate the effect of human factor entirely.
Changes in atmospheric conditions also contribute towards an increase
in overall variation in the quality of the product. These variations in
various regions are often occurring problems in textile. Using various
number system can solve these variations.
Conversion
Production
In Computer Color
matching
 To convert to common unit. E.g.
denier(75/150), tex, count etc.
 Engagement of one variable with other E.g.
TPI-count-TM, stitch length-wales-pacing,
etc.
 Number system has vast role to
measure the dye% by calculation.
 By using the area, volume and density of the
shapes, cross section of the fiber, density,
volume and geometry of the structure can be
analyzed.
 Efficiency, Cover factor, Speed of the machines
from gearing, weft preparation calculations in
weaving, beam requirement in warping
 In textile from cotton to apparel manufacturing every process is carried out
by calculations. In order to get the required quality and production
mathematical knowledge is essential especially for the management
peoples.
 Instead of going for testing the samples for identifying many numbers of
variables to arrive at the result, mathematical conversions and formulas are
used for easy calculations and time saving. These mathematical number
formulas are mostly applied in textile sampling and testing.
 In order to for a new process in the industry apart from the regular process,
mathematical applications are involved to obtain the optimum standards and
settings.

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need of numbers in textile.pptx

  • 1. Need for Numbers in Textiles In any manufactured product no two articles are perfectly alike, For example, it is impossible to find two lots of yarn having exactly the same count, strength, evenness, length etc. this is because the raw material i.e. cotton itself varies from fibre to fibre within a bale, bale to bale, and season to season. Further, it is impossible to eliminate the effect of human factor entirely. Changes in atmospheric conditions also contribute towards an increase in overall variation in the quality of the product. These variations in various regions are often occurring problems in textile. Using various number system can solve these variations.
  • 2. Conversion Production In Computer Color matching  To convert to common unit. E.g. denier(75/150), tex, count etc.  Engagement of one variable with other E.g. TPI-count-TM, stitch length-wales-pacing, etc.  Number system has vast role to measure the dye% by calculation.  By using the area, volume and density of the shapes, cross section of the fiber, density, volume and geometry of the structure can be analyzed.  Efficiency, Cover factor, Speed of the machines from gearing, weft preparation calculations in weaving, beam requirement in warping
  • 3.  In textile from cotton to apparel manufacturing every process is carried out by calculations. In order to get the required quality and production mathematical knowledge is essential especially for the management peoples.  Instead of going for testing the samples for identifying many numbers of variables to arrive at the result, mathematical conversions and formulas are used for easy calculations and time saving. These mathematical number formulas are mostly applied in textile sampling and testing.  In order to for a new process in the industry apart from the regular process, mathematical applications are involved to obtain the optimum standards and settings.