Conversion factor for 1s
cotton counts:
840 yds. Of cotton weighs = 1
lb
840 m
" " weighs
= 453.6 ×1.093613298 gm
9000 m
" " weighs = 453.6×1.093613298 × (9000/840) gm = 5315 gm
or 5315
(Equivalent denier or conversion factor)
Therefore,
for 25s, Denier (D) = 5315 / 25, that is, D = 5315 / C
50s cotton count = 5315/50 = 106.3
denier
2/50s cotton
count = 5315/25 = 212.6 denier
106.3 denier = 5315/106.3 =
50s cotton count
So we can write,
5315/C=D.
If 9000m of filament weigh 9 gms, meaning 9
denier
Then,
mathematically, 1000m of filament will
weigh 1 gram, also, 9 denier
Again we know, if 1000m of filament weigh 1 gram, that is,
1 tex
So
from the ‘linear mass density of fibers’ point of view:
9 denier ≈ 1.0000 tex
1 denier ≈
0.1111 tex
Mathematical
value is higher for denier.
So
any number of D (Denier) ≠ any number of T (Tex)
From above T = D ×
0.1111
or T =
(5315 / C ) 0.1111
or T =
590.5 / C (as we know D = 5315 / C)
or TC
= 590.5 = 591
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