The
five-wheel take-up mechanism uses five gears for carrying out the take-up
action. The five gears are as follows
1.
Ratchet
Wheel- 50-60T
2.
Change
Wheel- xT
3.
Compound
Wheel- 100-120T
4.
Compound
Pinion- 12-18T
5.
Beam
Wheel or Take up roller wheel- 60-100T
Here
T= teeth and circumference of take up wheel may be 6-16 inches.
(75T)
1|----------||||||||||||||||||||||| (take-up roller 15inch)
(120T) 3|------------|2
(15T)
(50T) 5|------------|4
(x T)
The
above is a representation of a 5 wheel take-up mechanism.
For
1 tooth revolution of the ratchet wheel 1 pick is taken up.
Therefore
the number of picks taken up for one revolution of the take-up roller can be
found out by doing gearing calculation-taking rpm of take-up roller to be 1.
For
1 revolution of take-up roller the number of picks taken up is
1*
(75/15)* (120/x)* 50
=
30000/x
So
by dividing with the circumference we can find out the PPI (Picks per inch)
PPI=
(30000/x)/ 15
PPI
(loom state) = 2000/x
This
is the PPI at loom state.
At
grey state, the fabric relaxes and so contracts. So the PPI increase. The
contraction is about 1.5 t0 3%. Suppose the contraction is 1.5 % then the PPI
of the fabric will be as follows
PPI
(grey state) = (2000/x)* 1.015
PPI
(grey state) = 2030/x
Here
the “2030” is called the dividend. If we know the dividend for a certain loom
we can easily calculate x, the teeth of change wheel, required to obtain our
desired PPI.
In
the finished state of fabric further shrinkage. The PPI further increases. The
shrinkage is about 5-6%. Suppose the shrinkage is 5% the PPI at finished state
will be
PPI
(finished state) = (2030/x)* 1.05
PPI
(finished state) = 2131.5/x
So
to summarize, the five wheel take-up mechanism uses one ratchet and 4 spur gears.
The change wheel is in driver position. To obtain different PPI we can just use
different change wheels in the loom. PPI= dividend/change wheel teeth number.
Usually
the five wheel take-up mechanism is used for coarser and heavier fabrics.
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