Introduction:
Count is a numerical experiment which defines fineness or corners of yarn.
Count is a number indicating the mass per unit length or per unit mass.
There are
two types of count
- Direct
- Indirect
Objects:
- To know about yarn count
- To calculate yarn fineness
- To calculate yarn consumption
- To maintain the buyer requirement
Working
principle: To know that Tex count is an direct count system. In an direct system
the yarn number or count is the number of the units of weight per unit of
length.
Tex Count:
The weight of a fixed length 1000m of yarn is determined as the weight per unit
length is the yarn count.
Nm =(W÷l)÷(w×l)
Where,
N =Count count
L
= Sample length
L
=Unit of length
W
=Unit of weight
W
=sample weight
Machine Description: In this
experiment we saw that this machine contains more bobbin, one tension and yarn
taker. The warp Reel is used to measure the length of yarn. This yarn is taker
by a wheel where circum ference is 1.5 yds Electric balance is used to
determine the weight of cotton yarn and we also use one bobbin carrier.
Warp Reel |
Apparatus:
- Bobbin carrier
- Yarn package
- Yarn tension
- Handle
- Wrap Reel
- Electric balance
- Steel bar
Working Procedure: In this experiment
at first we have taken a yarn package and put it on the bobbin carrier then.
The yarn passed through the yarn tensioner to wrap reel then we start moving
the handle wheel and it is moving 80 times then we found our desired one then
we complete the calculate and found the count CV% controlling working action
etc. Before calculation we weight the desired yarn finally. By this value we
draw the graph of control limit.
Calculation: From table 1 count N
We know that Nm =(sample weight ÷weight unit ) × (length unit ×
samplelength)
So ,
Nm1 = (2.12gm÷1gm) × (1000m÷120yds)
=(2.12) × (1000
÷109.68) = 19.32
Nm2 =(2.10) × (1000 ÷109.68) = 19.15
Nm3 =(2.16) × (1000 ÷109.68) = 19.69
Nm4 =(2.08) × (1000 ÷109.68) = 19.96
Nm5 =(2.114) × (1000 ÷109.68) = 19.51
Average count: =19
From table 2:- SD = 0.25
Table 01:- Table for average count
Obs
no
|
Sample
length
|
Length
unit
|
Sample
weight
|
Weight
count
|
Count
|
Average
count
|
1
|
120
|
1000m
|
2.12
|
1gm
|
19.32
|
19.30=19
|
2
|
120
|
1000m
|
2.10
|
1gm
|
19.15
|
|
3
|
120
|
1000m
|
2.16
|
1gm
|
19.59
|
|
4
|
120
|
1000m,
|
2.08
|
1gm
|
18.96
|
|
5
|
120
|
1000m
|
2.14
|
1gm
|
19.51
|
Table 2:-Table for efficient of variation
Obs
no
|
count
|
Average
count
|
(Xi-X)2
|
SD
|
CV%
|
1
|
19.32
|
19.30
|
0.01
|
0.25
|
1.295
|
2
|
19.15
|
o.02
|
|||
3
|
19.59
|
0.08
|
|||
4
|
18.96
|
0.12
|
|||
5
|
19.51
|
0.04
|
Table 3:- table for controlling Value
UCL
|
UWAL
|
CL
|
LWAL
|
LCL
|
32.08
|
27.72
|
19
|
10.28
|
5.92
|
Result: The selected cotton yarn is=
19 and the value of co-officient variation is 1.295%
Remarks: In this experiment we know
about the Tex count system and it is very helpful in our working life and to be
a good textile engineer, we must know it very well.
.
Learn a lot. Do you have some Wrap Reel Machine to recommend? Hope to exchange ideas.
ReplyDeleteThanks for your sharing. It did help me to know more about Yarn count test
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