Papermaking Forming - University of British Columbia
Transcript of Papermaking Forming - University of British Columbia
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Papermaking Forming
Pulp and Paper Centre, Department of Mechanical Engineering,
University of British Columbia
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Material Balance – Pulp and Water
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Headbox
Objective:
Distributes stock across wire
Flow straightening
Create controlled turbulence for Floc dispersion
Stock acceleration to wire speed (hence tapered).
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Headbox Types
Air-pad or air-cushion
Have a free surface with pressurized air cushion
Dampens pressure fluctuations
Where do pressure fluctuations come from?
10 inches of head for 500 m/min
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Headbox Types
Hydraulic headbox
Faster machines
Small slice for twin wire formers
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Tube Bank
Flow straightener
Sudden expansion creates turbulence to
disrupt flocs
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Headbox types
Multi-layer headbox
Primarily used for liner board grades
Smooth pulp on outside … Bulky stiff pulp on inside.
Separate CD distributor for each layer
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Slice Lip
Local basis weight can be controlled by deflecting the ‘slice lip’.
Individual screws adjust deflect jet
Sensor/scanner detect local basis wt.
Basis weights: Printing and writing 60-90 g/m^2
Newsprint: 45-50 g/m^2
Boxboard: 150-450 g/m^2
Coated papers: 30-250 g/m^2
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Formers - Fourdrinier
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Formers
Fourdrinier former components
Headbox
Breast roll: rubber coated roll that takes up tension in
wire
Forming board: supports wire headbox
formingboard
tablerolls foils
suction foilswet flat boxes
suctionflat boxes
suctioncouch roll
forwarddrive rollwashguidestretch
breastroll
return rolls
forming table
trays
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Formers
Fourdrinier dewatering components
Table rolls:
• create turbulence and downstream suction pulse
Foils:
• gentle turbulence
• Better dewatering
Suction foils
Suction flat boxes
Couch roll
headbox
formingboard
tablerolls foils
suction foilswet flat boxes
suctionflat boxes
suctioncouch roll
forwarddrive rollwashguidestretch
breastroll
return rolls
forming table
trays
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Suction boxes and Dandy roll
Suction boxes 15-40 kPa
Remove more water than foils alone
Dandy roll Wire covered roll to even out top
surface
Couch Roll Use suction … last stage of
dewatering
Leaves at 18-20% consistency
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Twin Wire Formers
Stock captured between two moving wires
Advantages
Higher dewatering: two-dewatering surfaces
Less 2-sidedness
No Free surface instabilities
Improved formation
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Twin Wire – Roll Formers
Jet impinges on roll
Initial pressure due
to inertia
Can be analyzed
using Bernoulli
Equation
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Blade formers
Dewatering due to blades (foils)
Arranged in a large radius curve
Less dewatering pressure
Better formation
Staggered sets of blades
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Roll-Blade Formers
Combination of rolls
and blades VACUUM BOX
COUCH ROLL
HEADBOX
FORMING ROLL
BLADE SHOE
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Pressure on foils
Produce positive
pressure ‘pulse’
Re-arrange fibres to
give better formation
Also dewater pulp
Bottom side doctors
water away
SIMPLE TENSION-DRIVEN PRESSURES
UNDERFABRIC FLOW
DOCTORED FLOW
-10 -5 0 5 10-2
0
2
4
6
8
-10 -5 0 5 10-2
0
2
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Distance (cm)
Pre
ssur
e(k
Pa)
-10 -5 0 5 10-2
0
2
4
6
8
Distance (cm)
Pre
ssur
e(k
Pa)
-10 -5 0 5 10-2
0
2
4
6
8
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Formation
In addition to fibers, paper consists of fiber fragments, mineral fillers and
chemical additives.
In the web formation process, they all settle stochastically onto the wire.
Paper formation is the resulting nonuniform distribution of particles.
More precisely, formation is the variability of the basis weight of paper.
Such variation can be easily seen with the naked eye, for some sheets.
POOR GOOD
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The basis weight variation depends on:
1. The randomness of single fiber distribution.
2. Fiber interactions.
3. Flocculation - increases the variability of basis weight.
4. And hydrodynamic forces in the web forming process.
– Turbulence can decrease basis weight by breaking flocs.
– “Hydrodynamic smoothing” improves sheet uniformity.
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The nonuniform basis weight distribution affects many properties of paper.
Formation effects:
1. Print unevenness - resulting from local porosity.
2. Tensile strength.
3. Cockling
In the case of strength and cockling, local basis weight variations are not separate from the effects of local fiber orientation and dried-in strains.
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Characterization
A useful definition of formation is the small scale basis weight variation in the plane of the paper sheet.
This provides for simple measurement and unambiguous connection to paper structure.
Other terms used include mass formation, mass distribution or the distribution of mass density.
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Measurement of formation is almost always indirect.
The measured values must be calibrated to basis weight.
A good method is to use β-radiation for which the transmitted
intensity decays exponentially with basis weight and the
absorption coefficient is independent of furnish, for β-sources that
emit no γ-rays.
C14, Pr147 or Kr85 are pure β-sources.
X-rays can be used, but attenuation is greater for fillers than fibers.
Measurements
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Quantification
It makes sense to describe the formation of paper in terms of the standard
deviation of basis weight, σb.
The specific formation fN is defined by
fN=σb/√b
where b is the average basis weight.
Note the dimensions of fN are square root of basis weight.
The coefficient of variation
COV(b)=σb/b
is dimensionless.