32 winding
TRANSCRIPT
-
7/29/2019 32 Winding
1/12
1
Yarn Preparation (Winding)
Process/processes of preparing the yarn produced on the
spinning machine to meet the requirements of su bsequent
processes, such as weaving, knitting and y arn dyeing
Clearing, winding and waxing are usually performed on
one machi ne: WINDER
Objectives of yarn preparation
Clearing: fault removal
Winding: transferring yarn from one package form to another
Yarn treatments: e.g. waxing, steaming and conditioning
Warping: preparing the w arp package (beam)
Sizing: mainly for preparing the warp for w eaving
Yarn must not be damaged during winding
Winding requirements
Yarn fault must be reduced to the required level
Yarn tension must b e appropriate and as
uniform as possible
Package size, shape, build must meet the
requirements of the next process
Package types
Cylindrical
Cheese (with / w ithout flange)
Pineapple cheese
Pirn
-
7/29/2019 32 Winding
2/12
2
Cone
Package requirements
Size
Density
Stability
Unwinding performance
Package Build
Parallel build
High density
Unwinding is restricted
Flange is often required
Low stability
Parallel Built PackageWith Taper (Roving)
Cross wound (quick traverse)
Lower density
Better stability
Large fluctuation of unwinding tension
Compromise of density and ease of withdraw
(shorter traverse length)
Chase build (progressive conical tr averse)
-
7/29/2019 32 Winding
3/12
3
Main layer
(slow lifting of ring rail)
Ring Package (Cop)
Tube
Cross layer
(fast descending)
Package building
motion
D
D
Basic theory of winding
Ang le of win d (two defi nit ion s)
Ang le between yarn and package ax is
Ang le between yarn and any plan e perpendi cu lar t o
the package axis
Vt
DpNp
Vt
Vp Tan
Winding speed
NpVp
Vt
Vw
Dp
22VtVpVw
Angl e between yarn and package axi s
Effects of Angle of Wind
Package Density
Minimum Density at 45o
Maximum Density at 90o (Parallel Wound)
Effects of Angle of Wind
Package Density
Package Stability
Maximum 80o
-
7/29/2019 32 Winding
4/12
4
If winding angle is too l arge,
coil pitch can be too small on tube (small D),increasing risk o f yarn entanglement
Coilpitch
Effects of Angle of Wind
Package Density
Package Stability
Traverse speed
Power consumption
Accelerat ion for ce on yarn gui de
Normal range: 70o~80o
(limit depends on yarn type and wi nding speed)
Vt
VpTan
Number of yarn coils wound o n package during one
single traverse (from one end of package to other end)
Wind
Number of yarn coils wound per complete traverse
cycle (from one end of package to other end and back)
Traverse r atio
It is twice the wind
Nt = Vt / 2Lt
Lt = traverse length
Vt = traverse speed (ignoring reversal effects)
If
Number of double traverses per minute
(traverse rate):
Lt
Traverse ratio Tr = Np/Nt
Traverse Ratio:
Number of Yarn Coils per Cycle (Double Traverse)
-
7/29/2019 32 Winding
5/12
5
Tr = 10
Tr = 5
Patterning (Ribboning)
Repeated winding of yarn at exactly t he same
place on the package during successi ve
double traverses
Patterning causes
Poor unwinding performance
Uneven colour i n dyeing
Traverse Ratio=3 Traverse Ratio=2.5
The yarn will return to its starting pointafter n double traverses
With a traverse ratio ofw +m/n
w, m and n are integers
m < n
m and n have no common factors
5-1/15 5-1/20 5-1/37 5-1/43 5-1/68 5-1/1000 5+77/10000
-
7/29/2019 32 Winding
6/12
6
Traverse method
Reciprocating yarn guide
Traverse method
Reciprocating yarn guide
Characteristics
Speed limited by inertia
Flexible in package formation
No appreciable twist displacement
Grooved Drum
Traverse method
Mainly used for spun yarns
Grooved drumCharacteristics
Usually also act as package drive roller
No inertia problems
Lower energy consumption
Less maintenance cost
More twist displacement
More yarn abrasion by drum
Higher tension is required
Traverse method
Rotating blades
Traverse method
-
7/29/2019 32 Winding
7/12
7
Not widely used
Rotating blades
CharacteristicsNo inertia problem
Flexible package formation
Blades can cause yarn damage
Blades may lose control of yarn atreversal points, causing traverselength variation
Traverse method
Package drive
Friction drum
Not suitable for yarns withlow abrasion resistance
Direct drive
Constant rotational speed
(wide application)
Constant surface speed(expensive)
Traverse ratio decreases
Random winding
Package surface speed (Vp)
and
Traverse speed (Vt orNt)
are constant
Since tan = Vp / VtAng le of wind i s cons tant
But Np = Vp / DpDp inc reases
Np decreases
During winding
Tr = Np / Nt
Tr =Np/Nt =Vp/DpNt
Smaller Dp Faster Tr changes
But package diameter Dp increases
So package surface speed
Vp=DpNp increasesAnd
tan = Vp/Vt increases
Precision Winding
Package rotational speed (Np)
And traverse rate (Nt) are constant
Tr = Np/Nt
Traverse ratio is co nstant
So winding angle increases
-
7/29/2019 32 Winding
8/12
8
Combination of precision winding and random winding
Some general aspects of pr ecision winding
Package drive (cons tant Np)
Patterning (avoided by su itable traverse ratio)
Limited package diameter (winding angle/speed)
Variable productio n rate
Close-winding and open-winding
Close Wind Open Wind
The magnitude of the gain determines how close to each
other yarn coils from suc cessive double traverses will be
Precision Winding
Gain
If the traverse ratio is w + z
where w is an integer
Yarn coil from succ essive layers
will be displaced by z revolutions
z is the gain
Gain can be positive or negative
Dp
Lt
y
Dp/2 y=zDpy=d/cos
Traverse Ratio=2+z
y
z
d
yd
Z = y/(Dp) = d/(DpCos)
For close winding:
Yarn diameter (count, tw ist, fibre type)
Package diameter
Winding angle
The gain required for close wind ing depends on
Z = d/(DpCos)
The loss of traverse length at highpackage speeds
Limits of winding speed
The inertia of the yarn guide (Nt ~ 450 d.t./min)
The traverse ratio (Tr= Np/Nt)
The angle of wind (70o ~ 80o)
The textile limit imposed by the yarn
(~1200 m/min for spun yarns)
Winder speed can be much higher
Vt
VpTan
-
7/29/2019 32 Winding
9/12
9
Short term tension variation
Cheese: length of t hread path varies fromthe middle to th e ends of package, causing
speed variation and tension variation
Cone: yarn speed varies along package length
Short term tension variation
Cheese: length of t hread path varies fromthe middle to th e ends of package, causing
speed variation and tension variation
Cone: yarn speed varies along package length
Short term tension compensators
Short term tension variation
Cheese: length of t hread path varies from
the middle to th e ends of package, causing
speed variation and tension variation
Tension Control
Yarn tension must be controlled within limits
for good package formation, correct package
density and minimum yarn damage
-
7/29/2019 32 Winding
10/12
10
Over-end Unwinding
Unwinding tension
Adds tw ist
Extra tension is usually applied
Less affected by yarn s peed variation
Tension varies as balloon height changes
Friction (low speed: yarn sliding on the surfaces
of tube and p ackage)
Balloon (high speed)
Stationary package
Over-end
Unwinding tension
Side Unwinding
Unwinding tension
Only applicable to high tension w inding (e.g. coarse industrial
yarn) and low s peed negative let-off systems (e.g. warp supply)
Rotating package
Rotational speed must vary to maintainconstant yarn speed
Positive driven
Negative let-off
Inertia changes with package weight
Accelerat ion and deceleration cause lar ge tens ion fluctu ation
Package must be retarded
on package surface
on spindle
Package growing at high s peed
Yarn tension can not be kept low and regular at high speeds
Side Unwinding
Inexpensive
Tensioner
Easy to thread
Easy to adjust
Yarn tension within specified limits
Unaffected by yarn lub ricants, loose fibres and fly
Easy adjustment and self-compensating for wear
Not affecting yarn twist dis tribution
Device to Increase Yarn Tension Durin g Winding
Requirements
T1 T2
Yarn pathdirection
T3
11
12
eTT
eTTinout
22
23
eTT
2211
1
eeT
)(
121 eT
Tensioning devices
a) Friction rods: multiplicative
Magnifies tension fluc tuations
-
7/29/2019 32 Winding
11/12
11
eTTinout
Example
Tin = 101 g
10
e
Tout = 10010 g
T2T1
P
T2T1
P
T2 = T1+P
T2 = T1+2P
b) Tension roller and plate
c) Two tension plates
(b) and (c) are additive
Influenced by
Can cause twist redistribution
and twist variation
dirt accumulation
localised wear
T2 = T1+PExample
T1 = 101 g
T2 = 1001 g
P = 90 g
Constant Torque
Pulley Rotates with Yarn
No Slippage
Pulley tensioner
pulley with constant torqueyarn pulls it around without slippage
P
Disk tensioner
combination of additive &
multiplicative principles
-
7/29/2019 32 Winding
12/12
12
T1
T2
Tension Compensator
Provide constant winding tension,
independent of unwinding tension