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Film Formation of Waterborne Pressure-Sensitive Adhesives
Joseph Keddie
Department of Physics,
University of Surrey, Guildford
3 November, 2004
Pressure Sensitive Adhesives (PSAs)
• PSAs are aggressively and permanently tacky at room temperature, adhering under light pressure.
• Usually a polymer melt at room temperature (Tg< -30 °C)
• Used in medical applications• Used in tapes and labels • Used in graphic arts
Why are PSAs so sticky?
• With close contact (D ~ 0.2 nm) between surfaces, the van der Waals pressure become significant: P ~ A/(6D3) ~ 7000 atm!
• Usual polar or acid/base interactions between the PSA and the substrate, depending on chemistry. But there is no covalent bonding.
• Soft polymers can achieve intimate contact with a rough substrate, leading to mechanical interlocking.
V = 30 µm/s
Contact
tc = 1 sPc = 1 MPa
d
F vd = 0.1 - 500 µm/s
Energy Dissipation in PSA De-bonding
Lakrout, H.; Sergot, P.; Creton, C. J. Adhes. 1999, 69, 307-59.Lakrout, H.; Creton, C.; Ahn, D.; Shull, K. R. Macromolecules 2001, 34, 7448-58.
F
d
Key Challenges in PSAs
• Trend towards clear labels
• Trend towards waterborne, colloidal PSAs
Reduced VOCs
Environmentally-benign
Key Challenges in PSAs
Reduced VOCs
Environmentally-benign
• But the adhesion strength and water resistance of waterborne PSAs are poor!
Key Challenges in PSAs
• But the adhesion strength and water resistance of waterborne PSAs are poor!
After soaking in water for 10 min.:
Poor water resistance Good water resistance
Key Challenges in PSAs
Poor water resistance Good water resistance
Why?• There is a clear need to characterise PSA morphology and relate it to film formationmechanisms: Aim of our work
Polymer-in-water dispersion
Close-packing of particles
Water loss
Dodecahedral structure (honey-comb)
Deformation of particles
Idealised View of Latex Film Formation
Interdiffusion and coalescence
Homogenous Film
Typical Morphologies
Particles are deformed to fill all available space: rhombic dodecahedra
Y. Wang et al., Langmuir 8 (1992) 1435.
Example of Good Coalescence
Immediate film formation upon drying!
Hydrated film
J.L. Keddie et al., Macromolecules (1995) 28, 2673-82.
Tg of latex 5 °C; film-formed at RT
Environmental SEM
1 m
Experimental Evidence for Vertical Non-Uniformity during Drying
E. Sutanto et al., in Film Formation in Coatings, ACS Symposium Series 790 (2001) Ch. 10
Densely-packed particle layer
Cryogenic SEM
Theory: Peclet number for vertical drying
• Competition between Brownian diffusion that re-distributes particles and evaporation that causes particles to accumulate at the surface
H
E
Pe << 1
ODHE
Pe =R
RkT
Do 6= Dilute limit
Peclet number for vertical drying uniformity E
Pe >> 1
Simulations of the Vertical Distribution of Particles
Simulations by A.F. Routh
pol
Vertical Position
Pe = 0.2 Top
Close-packed
Simulations of the Vertical Distribution of Particles
pol
Vertical Position
Pe = 1Close-packed
Simulations of the Vertical Distribution of Particles
Vertical Position
pol
Pe = 10
A.F. Routh and W.B. Zimmerman, Chem. Eng. Sci., 59 (2004) 2961-68.
Driving Force for Particle Deformation
Energy “gained” by the reduction in surface area with particle deformation is “spent” on the deformation of particles:
Deformation is either elastic, viscous (i.e. flow) or viscoelastic (i.e. both).
For coalescence of 1 L of latex with a 200 nm particle diameter (50% solids), there are ~1017 particles and A = -1.3 x 104 m2. With = 3 x 10-2 J m-2, then G = - 390 J.
Particle Deformation Mechanisms
Skin Formation
Wet Sintering: pw
rP wa9.12
r
Dry Sintering: pa
Capillary Action: wa
Latex Film Formation Mechanismsand Vertical Homogeneity
HRE
wa
0
kTERH6
Pe
100
10000
1
Wet Sintering: pw
Capillary Deformation: wa
Receding Water Front
Dry Sintering: pa
1
0Skinning
Partial SkinningPSAs!
See A.F. Routh & W.B. Russel, Langmuir (1999) 15, 7762-73
• Very difficult because
(1) Polymer melt surface is very easily indented
(2) By definition, the surface is very sticky!
Atomic Force Microscopy (AFM) of PSAs
Ao : “free” amplitudeAsp : “setpoint” amplitudedsp : tip-surface distancezind : indentation depth
Asp=dsp+zindAo
(>Asp)
dsp/Ao = rsp < 1rsp : setpoint ratio
• Requires careful control and optimisation of
tapping parameters:
Discrete Particles Observed at PSA Surface!
acrylic latex
Tg = 20ºC
non-stickysurface
Ao=18nmdsp=15nm rsp=0.83
PSA latexTg = -33ºC(bimodal
particle size)
looptack on glass =512 N/m
Ao=163nmdsp=75nm rsp=0.46
Top views3m x 3m
scans
Slice views1m x 1m
scans
Vertical scale = 200nm Vertical scale = 50nm
Silicon tip, k = 48 N/m, fo = 360 kHz
Ao=163nm dsp=75nmrsp=0.46 Ra=6.9nm
Ao=123nm dsp=61nmrsp=0.49 Ra=5.8nm
Ao=98nm dsp=50nmrsp=0.51 Ra=4.7nm
Ao=72nm dsp=53nmrsp=0.73 Ra=2.6nm
Ao=38nm dsp=35nmrsp=0.92 Ra=1.2nm
Apparent Surface Topography is Sensitive to
Free Amplitude and Setpoint RatioSame Surface
Amplitude-distance curve obtained from
a PSA surface prone to
indentation, showing a
calculation of the indentation
depth.
-160 -120 -80 -40 0 400
20
40
60
80
100
120
140
160
180adhesion
Ao
tip sticks tothe surface
M
I zind
zind-max
contactpoint
Am
plitu
de (n
m)
Relative scanner displacement (nm)Bar et al., Surface Science, 457 : L404-L412 (2000).
Amplitude-distance curves are used to characterise the tip-sample interactions
Lessons:
• The surface is indented very deeply!
• Tip adheres to surface at tapping amplitudes < 35 nm.
-160 -120 -80 -40 00
20
40
60
80
100
120
140
160
180
Ao=123nm
Ao=98nm
Ao=72nm
Ao=38nm
Ao=163nm
Am
plitu
de (
nm)
Relative scanner displacement (nm)
Hard surface
Ao=163nm dsp=75nmzind=74nm
Ao=123nm dsp=61nmzind=44nm
Ao=98nm dsp=50nmzind=30nm
Ao=72nm dsp=53nm
zind=19nm
Ao=38nm dsp=35nmzind=3nm
Minimal indentation with a low amplitude and high setpoint ratio
If Ao < 35 nm, energy of tapping is low and tip sticks to surface!
• When the indentation depth is small, surface topography is less likely to be altered.
Indentation leads to artefacts
! (1m x 1m scans)height scale = 50nm
Ao=135nm dsp=115nm rsp=0.85
zind=18nm
Ao=135nm dsp=86nmrsp=0.63
zind=44nm
See Mallégol et al., Langmuir (2001) 17, 7022.
• Using optimised tapping conditions, cylindrical particles are observed, surrounded by a liquid-like medium.
Same PSA film after rinsing with water for 1 min.
Water
Water-soluble phase is likely to be surfactant and free polymer fragments.
Acrylic (EHA-BMA-MMA…) PSA film
formed at 60ºC (3 min)
1m
The second phase is water-soluble
Phase contrast image
100 200 300
10
100
1000
10000
100000
SK
Na
log
(cou
nts)
Channel
before rinsing with water after rinsing with water
RBS Evidence for Surfactant Excess at the Adhesive/Air Interface
0.08 at% Na
0.09 at% S
0.03 at% K
60 nm layer
< particle diam.
C O
Used a scanning beam with low current (5 nA) on a cryogenic stage
See Mallégol et al., Langmuir (2002) 18, p 4478.
Latex
Latex
Latex
Bilayer
Water
Stabilisation of the Latex Particles against Coalescence
Structure might be analogous to that of a biliquid foam, as has been observed in concentrated emulsions.
See Crowley T.L. et al. Langmuir (1992) 8, 2110 and Sonneville-Aubrun et al. Langmuir, (2000) 15, 1566
Effect of “Cleaning” Latex Serum
Image sizes: 5 m x 5 m; Height mode on left; phase mode on right
PSA film formed from a diluted bimodal dispersion
PSA film formed from a bimodal dispersion “cleaned” via dialysis
The Morphology of the Air Surface Differs Strongly from that at the Interface with the Substrate
Air Surface
Interface with Silicone Substrate
5 m x 5 m scan
Film formation at 60 °C
Particles are Stable under the Application of Shear Stress
Image of surface acquired between 4 and 11 min. after shearing
Acquired between 11 and 18 min. after shearing
Scan size: 5 m x 5 m
J. Mallégol et al., J. Adh. Sci. Tech. (2003)
How and why are the solids in the latex serum transported to the film surface?
Need for water concentration profiles during drying….
GARFIELDP. M. Glover, et al., J. Magn. Reson. (1999) 139, 90.
A low cost, permanent magnet with shaped pole pieces for the high resolution profiling of films.
GARField: A Magnet for Planar Samples
P. M. Glover, et al., J. Magn. Reson. (1999) 139, 90.
GARField depth profiling magnet
Characteristics :• 0.7 T permanent magnet
(B0)• 17.5 T.m-1 gradient in the
vertical direction (Gy)
Abilities :• accommodates samples of 2 cm
by 2 cm area• achieves better than 10 m pixel
resolution!
B0
GyB1
Film Sample
Coverslip RF Coil
posi
tion
Signal intensity
Gravity
Gradient At Right-angles to the Field
Dependence of Water Concentration Profile on Pe
H = 255 m, E = 0.2 x 10-8 ms-1, D = 3.23 x 10-12 m2s-1
Uniform water concentration profiles
High humidity Pe 0.2
J.-P. Gorce et al., Eur Phys J E, 8 (2002) 421-29.
Dependence of Water Concentration Profile on Pe
H = 340 m, E = 15 x 10-8 ms-1, D = 3.23 x 10-12 m2s-1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
-50 0 50 100 150 200 250 300 350 400 450
Height (m)
Mag
netis
atio
n (A
rbitr
ary
Uni
ts)
2 minute
7 minutes
13 minutes
31 minutes
Flowing Air Pe 16
Non-uniform water concentration profilesJ.-P. Gorce et al., Eur Phys J E, 8 (2002) 421-29.
Dependence of Water Concentration Profile on Pe
H = 420 m, E = 8 x 10-8 ms-1, D = 1.94 x 10-12 m2s-1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
-50 0 50 100 150 200 250 300 350 400 450 500 550
Height (m)
Mag
netis
atio
n (A
rbitr
ary
Uni
ts)
12 minutes
32 minutes
40 minutes
72 minutes
Non-uniform water concentration profiles
Still air and higher viscosity Pe 16
J.-P. Gorce et al., Eur Phys J E, 8 (2002) 421-29.
Simulated Water Profiles with Various Types of Film Formation
Capillary deformation:
Water is always near the film surface
-40 0 40 80 120 160 200 24005
10152025303540455055
Wat
er c
once
ntra
tion
(vo
l.%)
Height (m)
-40 0 40 80 120 160 200 24005
10152025303540455055
Wat
er c
once
mtr
atio
n (v
ol.%
)
Height (m)
Dry Sintering:
Water recedes from the film surface
Drying Profiles in Other Waterborne Films
Low-Tg Alkyd Emulsion:
“Skin” formation
Height (m)
-50 0 50 100 150 200 2500.0
0.1
0.2
0.3
0.4
0.5
Rel
ativ
e in
tens
ity
Depth (m)
Acrylic Latex near Tg:
Uniform water recession from surface
Time
Height (m)
-25 0 25 50 75 100 125
0.0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
Air
Sub
stra
te
7'
5'
2'
Rel
ativ
e in
tens
ity
Height (m)
0 50 100 150 200 250
0.0
0.1
0.2
0.3
0.4
0.5
0.6
0 50 100 150 200 250
0.0
0.1
0.2
0.3
0.4
0.5
0.6
Rel
ativ
e in
tens
ity
Height (m)
Rel
ativ
e in
tens
ity
Height (m)
MR Profiles of PSA Drying
Height (m)
Height (m)
Drying delayed by 14 min.
Drying delayed by 82 min.
• Linear water concentration gradients
• Surface always wet
• Pathway for surfactant and latex serum to be drawn to the film surface
Influence of Drying Rate on Morphology of Air Interfaces
5 m x 5 m scan
Very slow drying at 8 °C in high humidity: low Pe
Fast drying at 100 °C in a thicker film (400 m): high Pe
Influence of Drying Conditions on the Surface Excess of Surfactant
Slower drying More uniform water distributions Greater surface excess
100 200 300 400 500 600 700
1
10
100
1000
10000
S KNa
Cou
nts
Channels
UCB-C dried at 60oC UCB-C dried slowly
Tackifiers in PSAs
• “Tackifiers” are added to PSAs to increase tack.
• Tackifiers are typically a rosin ester or rosin-derivative with a relatively high Tg ( 20 °C).
• They function as “solid solvents” in acrylics.
• Their effect is to reduce the storage modulus (G’) at high temperature but to increase it at lower temperatures. Tackifiers also increase the Tg of PSAs.
• Polymer flow is enhanced and resistance to bond rupture is increased.
Effects of Tackifier on Film Morphology
a
e
c
d
b
Concentrations of Tackifier:
a = 0%
b = 5%
c = 10%
d = 25%
e = 50%
Particle identity is progressively lost!
Tacolyn® 3189 - Eastman Chemical
Effect of Tackifier on Water Loss Rate in PSA films
0 300 600 900 1200 1500 1800
0
20
40
60
80
100W
ater
per
cent
age
in f
inal
sta
ge
Normalised drying time (min)
0 % 10 % 25 % 50 % 75 % 100 %
The addition of tackifier strongly slows down drying.
MR Profiles of PSA/Tackifier Drying
0 50 100 150 2000.0
0.1
0.2
0.3
0.4 36'64'125'205'280'400'480'600'770'1050'
Relat
ive in
tensit
y
Height (m)
Evidence for “skin formation” with increasing amounts of tackifier
Tackifier concentrations:
a = 0%
b = 10%
c = 25%
d = 50%
e = 75%
f = 100%
Conclusions
• Particle coalescence does not occur near the surface of low-Tg waterborne acrylic PSAs.
• Surfactant excess near the surface, identified with Rutherford backscattering spectrometry (RBS), stabilises the particles against coalescence.
• Drying profiles, determined with MR profiling, are consistent with particle deformation under the action of capillary pressure.
• Tackifier alters the drying mechanism and promotes “skin” formation in PSAs.
• MR profiling is an ideal complementary technique to AFM and RBS.
Collaborators
• Dr Jacky Mallégol: all PSA experiments
• Dr Jean-Philippe Gorce: MR profiling of alkyd emulsions
• Dr Olivier Dupont (UCB Chemicals, Drogenbos): latex synthesis and complementary characterisation
• Professor Peter McDonald (University of Surrey): support and advice on MR profiling
• Dr Chris Jeynes (Surrey Ion Beam Centre): RBS
Funding
• UCB Chemicals, Drogenbos
(now “Surface Specialties”)
• “Pump-Priming” Grant for initial access to Surrey’s Ion Beam Facility
• UK Engineering and Physical Science Research Council for recent grant for access to the Surrey Ion Beam Facility
• ICI Paints, Slough
Tackified acrylic PSAs
0.01
0.1
1
10
-60 -40 -20 0 20 40 60 80 100T (°C)
tan
0.01
0.1
1
10
100
1000
10000
-60 -40 -20 0 20 40 60 80 100T (°C)
Sto
rag
e M
od
ulu
s (
MP
a)
UCBA -FUCBA
UCBA -FUCBA
• lower G’ @ T° » Tg (or low strain rate) polymer flow, bond formation• higher Tg, G’ @ T° ~ Tg ( higher strain rate) resistance to debonding• higher tan d @ T° ~ Tg energy dissipation upon debonding
DMA in Tensile mode
Ex: WB PSA (UCBA Tg~ -40°C (DSC)) with 25wt% (dry/dry) compatible stabilised rosin ester dispersion(Tacolyn®3189 softening point = 70°C)