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Probing the internal structure of magnetic
nanocomposites – thermo-sensitive gels and lamellar films – respectively by small angle neutron scattering
and neutron reflectivity
Siham Douadi-Masrouki, Bruno Frka-Petesic, Delphine El Kharrat, Olivier Sandre, Maud Save, Bernadette Charleux, Valérie Cabuil
To cite this version:
Siham Douadi-Masrouki, Bruno Frka-Petesic, Delphine El Kharrat, Olivier Sandre, Maud Save, et al.. Probing the internal structure of magnetic nanocomposites – thermo-sensitive gels and lamellar films – respectively by small angle neutron scattering and neutron reflectivity. The 5th International Symposium on Bioscience and Nanotechnology, Dec 2007, Kawagoe, Japan. �hal-00196454�
Probing the internal structure of magnetic nanocomposites – thermo-sensitive gels and lamellar films –
respectively by small angle neutron scattering and neutron reflectivity
Siham Douadi-Masrouki 1 , Delphine El kharrat 1 , Olivier Sandre 1 , Maud Save 2 , Bernadette Charleux 2 and Valérie Cabuil 1
1 LI2C UMR7612, 2 LCP UMR76120, Centre National de la Recherche Scientifique / Université Pierre et Marie Curie - 4 place Jussieu case 51 75252 Paris Cedex 5 France
II) Evidencing the lamellar structure of copolymer films doped or not with magnetic NPs
Nanoscope III (Digital Instrument),Tapping mode
Tapping mode AFM enables to image 2 types of defects at the surface of the films - “islands”
and “holes” – typical of the lamellar order.
The lamellar period should be measured from the height difference L 2 -L 1 but the AFM tip is too large to reach the second bilayer.
The lamellar period is 28 nm for an analogous PS-b-P(nBMA) of Mw=82,000 as measured by X- rays reflectivity. [2]
P(nBMA) 425 -b-PS 490 Film deposited on silicon
e = 60.3 +/- 2.8 nm
(ellipsometric thickness)
P(nBMA) 405 -b-PS 460 Film deposited on silicon
e = 78.8 +/- 3.6 nm
Pico SPM LE (Molecular Imaging) Images by E. Lepleux (Scientec, Palaiseau, France)
By Atomic Force Microscopy By Neutron Reflectivity
HOLE depth = 6.1 nm
ISLAND height = 6.7 nm
PS SUBSTRATE
AIR L 1
L 2
Bibliography:
[1] G. Coulon, B. Collin, D. Chatenay, Y. Gallot, “Kinetics of islands and holes on the free surface of thin diblock copolymer films”, J. Phys. II France 3 (1993) 697
[2] G. Vignaud, A. Gibaud, G. Grübel, S. Joly, D. Ausserré, J-F. Legrand, Y. Gallot, “Ordering of diblock PS- PBMA thin films: An X-ray reflectivity study” Physica B 248 (1998) 250
[3] B. Toperverg, V. Lauter-Pasyuk, H. Lauter, O. Nokonov, D. Ausséré, Y. Gallot, “Morphology of off-specular neutron scattering pattern from islands on a lamellar film”, Physica B 283 (2000) 60
L* 1
PS-grated NP’s
SUBSTRATE L* 2
We study nanocomposites consisting of the same iron oxide γ -Fe 2 O 3 nanoparticles embedded in polymer matrices:
I) a gel matrix exhibiting a swelling transition triggered by temperature;
II) a lamellar matrix based on the self- assembly of a symmetrical diblock copolymer.
Rotation
Aspiration sous vide
Solution de copolymère avec ou
sansnanoparticules
Substrat de Silicium
Film de copolymère avec ou sans nanoparticules
Preparation of thin lamellar film samples:
Solutions of P(nBMA)-b-PS in toluene are “spin- coated” on smooth substrates (mica or silicone). After deposition, films are annealed at 150°C under vacuum for at least 48h. Their thickness is measured by ellipsometry.
Magnetic nanoparticles (NPs) as building blocks
Fe
3O
4+ Fe(NO
3)
3γ -Fe
2O
3(maghemite)
R. Massart IEEE Trans. Magn. 1981
50 nm1) Synthesis TEM
Raw polydisperse sample
Size sorted sample
50 nm
Superparamagnetic behavior
M
s= m
sΦ
Magnetization normalized by its saturation value follows Langevin’s law
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
0 2000 4000 6000 8000 10000
Champ magnétique appliqué (gauss)
M/Ms
Smaller “S1S” size-sorted particles d=6nm
d
0(nm) = 6.6 σ = 0.21 Φ (%) = 1.1
a. χ H
m
s=2,6x10
5A/M
Magnetic field (Oe)
0 0,1 0,2 0,3 0,4 0,5 0,6 0,7 0,8 0,9 1
0 2000 4000 6000 8000 10000
Champ magnétique appliqué (gauss)
M/Ms
Larger “C1C” size-sorted particles d=9nm
d
0(nm) = 9.1 σ = 0.35 Φ (%) = 2.7
b. χ H
m
s=3,5x10
5A/M
Magnetic field (Oe)
Citric acid
2) Grafting of thin ligand layer
Oleic acid
- - - - - - - -
- - - -
Hydrophilic polymer Hydrophobic polymer
Hydrophilic gels
3) Coating with polymer shell
PBMA PS
Hydrophobic films
4) Composite materials
Polystyrene Double Hydrophilic
Diblock Copolymer
PNIPAM
PE 1 000 - 10 000 g/mol Neutral 10 000 - 60 000 g/mol Molecular weights
Cationic-Neutral copolymer
Poly(trimethylammonium ethylacrylate) - b - Poly(acrylamide)
Rhodia Inc.
Double Hydrophilic Diblock Copolymers
Attractive electrostatic
Interaction between citrate grafted NPs
and DHBCs
DHBC – particles solutions
DYNAMIC LIGHT SCATTERING
J-F. Berret, O. Sandre, D. El kharrat, JACS 2006
60 nm < D H < 80 nm
PTEA(5k)-b-PAM(30k)
Copolymer + S1S NPs (d=6nm)
STATIC LIGHT SCATTERING
S1S Particles d=6nm 2 copolymers : PTEA(5k)-b-PAM(30k)
PTEA(11k)-b-PAM(30k) +
Xp = 2
Xp = 1 + +
excess excess
At X=Xp:
100% species in polymer – particles
clusters
- Dense clusters of nanoparticles with various sizes and shapes.
- Difference between hydrodynamic size (DLS) and core size (TEM) ascribed to neutral polymer shell protecting the clusters against aggregation.
CLUSTERS MORPHOLOGY
BY TEM S1S “smaller” Particles d=6nm
d
H=60 nm
C1C “larger” Particles d=9nm
d
H=95 nm
PTEA(5k)-b-PAM(30k) copolymer
STRUCTURAL STUDY BY SMALL ANGLE NEUTRON SCATTERING (SANS)
d o (63Å)
0,001 0,01 0,1 1 10 100
0,01 0,1 1
q (Å
-1) Int ens ité (c m
-1)
5k11k FF D41
NPs inside clusters are close-packed
0,1 1
5k 11k
0,1 1 10 100
0,001 0,01 0,1 1
q (Å
-1)
S (q ) x Φ
loc/ Φ
05k 11k
inter-NPs distances forbidden by polymer repulsion S1S Particles (d=6nm) + PTEA(5k)-b-PAM(30k) and PTEA(11k)-b-PAM(30k) copolymers
>
Å ~
2 70
max
max
= ≈
d q π
Gyration radius 2Rg=3-4 d
0Clusters are well dispersed
I(q) / Φ ( ∆ρ )
2= V
pP(q) S(q) = V
aggP
agg(q)
Correlation distance:
PAXY spectrometer LLB, CEA-Saclay, 2006
Correlation deep
We use both neutron scattering & reflectivy techniques to probe the local structure at the mesoscopic scale.
I) Thermosensitive PNIPAM gels doped with magnetic NPs
H
3C CH
3Poly(N–isopropylacrylamide), PNIPAM, LCST=32°C
C — NH — CH
O CH
2CH
n
Semi-interpenetrated network 90% NIPAM-10%AM
Statistical network 90% NIPAM-10%AM
embedded in a 2% cross-linked PNIPAM gel vs. Temperature
0,01 0,1 1 10 100
0,001 0,01 0,1 1
q (Å-1) I(q) (cm-1 )
Gel@24°C Gel@32°C Gel@34°C Gel@39°C FF D41 D41/PTEA11
NPs are close-packed
d
max~ 4 x do
2 π
d
max= q
max= 75 Å > d
oClusters are packed by the shrinking of the PNIPAM matrix
d
o~ 4d
o0,1 1 10 100
0,001 0,01 0,1 1
q (Å
-1)
S( q) x Φ
loc/ Φ
0Gel@24°C Gel@32°C Gel@34°C Gel@39°C D41/PTEA11
STRUCTURAL STUDY BY SMALL ANGLE NEUTRON SCATTERING (SANS)
S1S Particles (d=6nm) + PTEA(11k)-b-PAM(30k) copolymers Gyration radii
Correlation peaks
Correlation deep
Clusters are well dispersed but the inter-clusters distance
decreases then the gel deswells Correlation peaks
shift to higher q
maxT=24°C T=39°C
0 0,1 0,2 0,3 0,4 0,5 0,6 0,7 0,8 0,9 1
26 28 30 32 34 36 38 40 42 44 46
température (°C)
m as se /m as se in iti al e
SIPN 90NIPAM - montée 80NIPAM - montée 90NIPAM - montée
SIPN 90NIPAM - descente 80NIPAM - descente 90NIPAM - descente
W ei ght (T ) / W ei ght (24 °C)
Temperature (°C)
Swelling curves for different gels prepared at C
X-link=2 mol% and Φ
0=1 vol.% of NPs
Statistical network 90% NIPAM-10%AM Statistical network 80% NIPAM-10%AM
Semi-interpenetrated network 90% NIPAM-10%AM
Poly(acrylamide), PAM
C — NH
2O
CH
2CH n
TEM + RuO
4coloration
Kiessig fringes
Atom Transfer Radical Polymerization (ATRP)
High molecular weight : Mn = 112 000 g/mol
Low polydispersity: Ip ≈ 1.4
Symmetrical Dibloc Copolymer: x=425 ≈ y=490
CH
2CH
( ) y
CH
2C CH
3C
O O
(CH
2)
3CH
3( CH
2C ) x (
CH
3C
O O
(CH
2)
3CH
3( ) x
θ = 0.93°
Neutron wavelengths : 0.5 – 25 Ǻ
EROS spectrometer LLB, CEA-Saclay, 2007
1-layer
Multi-layers → interferences (over-oscillations)
0 2 4 6 8 10 12 14 16
0 20 40 60 80 100 120
épaisseur (nm)
contraste b
L
1L
2L
3PS
PS
PS PS
P(n-BMA)
P(n-BMA)
P(n-BMA)
substrat
air
Neutron scattering length density (109 cm-2)
Thickness (nm)
e
1.00E-05 1.00E-04 1.00E-03 1.00E-02 1.00E-01 1.00E+00
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8
q (nm-1) = 4 π/λ sin θ
Réflectivité
P(n-BMA)425 -b-PS490 fit
Neutron Reflectivity signal