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Electrochemical Generation of Nanostructures at the Liquid-Liquid
Interface
Robert A.W. Dryfe
School of Chemistry,
Univ. of Manchester (U.K.)
robert.dryfe@manchester.ac.uk
Leiden, Nov. 2008
Liquid/Liquid Interfaces in catalysis
• Widely used: bi-phasic system, allows for
ease of separation of catalysis from reactant
mixture.
• Electrochemical investigations of phasetransfer catalysis (Schiffrin 1988 [1], Girault
1994 [2])
• Water does not have to be one of the
phases = “Fluorous biphase catalysis”
(Horvath 1994) [3]
• Stable room-temperature ionic liquids:
•
(Ballantyne 2008 [4])
Leiden, Nov. 2008
H3DA TPBF3 ethylmethylimidazolium ethylsulfate
(EMIM EtSO4) interface
Liquid/Liquid Interfaces:
electro-catalyst generation
• Reduction of solution phase
Mn+:
• Heterogeneous ET (surface
of electronic conductor)
i
ii
n+
A
A
e-
solution
Phase
electrode
Phase
solution
Phase
electrode
Phase
An+ + ne-
i
ii
An+
• Homogeneous ET
(nanoparticle preparation)
A
e-
Leiden, Nov. 2008
solution
Phase
solution
Phase
An+ + D
Dn+
D
• Heterogeneous ET
(aq/organic interface) –
with/without potential control
A
i
Dn+ + A
ii
n+
A
A
e-
D
Aq
Phase
Org
Phase
Aq
Phase
Org
Phase
Dn+
An+ + D
Dn+ + A
Liquid/Liquid Interfaces:
electro-catalytic reactions
• Questions:
•
Can the catalyst be used in situ - for catalysis of
processes at liquid-liquid phase boundaries?
• If so, could catalyst density be controlled (Langmuir
trough approach) to optimise reactivity?
• Or can catalyst be removed and immobilised on a
(conventional) electrode?
Leiden, Nov. 2008
{Liquid-liquid Electrochemistry 1:
Distribution potential}
• Each ion: distribution equilibrium at the organic/water interface
• Define standard Galvani potential of transfer:
worgi0 
worgGi0
• Vary potential with common-ion
•
zi F
ratio of ion concentration in each phase (maintained by
hydrophilic/hydrophobic counter-ions) “poises” potential
RT aiorg
 i    
ln w
zi F
ai
w
org
w
org
0
i
• (Nernst-Donnan equilibrium )
•
- ion transfer/electron transfer – particularly for SECM @ L/L.
Leiden, Nov. 2008
{Liquid-liquid Interfaces 2:
Polarised Interfaces}
• External polarisation of L/L interface (both phases contain
electrolyte):
• Electrolytes = AX(aq) and CY(org), the following inequalities are met:
•
worg X0   0
•
worgC0   0
also:
+
and
A CV showing the transfer of Tetrapropylammonium in the
absence of a reducing agent
150
100
50
i/µA
0
-50
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
-100
-150
-200
-250
-300
worg
/V
E/V
Leiden, Nov. 2008
wor  A0   0
worgY0  0
Structure of L/L interface
• Essentially sharp, even down to molecular scale – nm-scale
transition from phase 1 to phase 2.
• Interfacial fluctuations (capillary waves):
• Competition between thermal motion and interfacial tension
• Appear to extend down to molecular scale) = nm scale amplitude
• Experimental probes: X-ray scattering, non-linear optical
spectroscopy (SFG, SHG), (Schlossman, 2000 [5]), (Richmond
2001 [6]).
• => Smooth, reproducible interface.
Leiden, Nov. 2008
Modify Sharp (but fluctuating) interface?
•
Catalysis – introduction of metal
(nano-)particles
•
Result: electro-catalytic processes
at interface with only ionic
Pt C.E.
contacts.
• “In order to study the
electrochemical properties of
nanoparticle… we need to
attach them to an electrode
surface” – DJ Schiffrin, this
week.
• (1) “Synthesise, then fix them”
• (2) “in situ growth.”
Leiden, Nov. 2008
R.E.
+e-
-e-
-e-
+e-
Approaches 1 vs. 2 at L/L interface
i
ii
n+
A
• Source of particles?
A
e-
– (i) Assembled at
interface (particles =
surfactants)
– (ii) Grown at interface
(either (a)
spontaneous
deposition or (b)
electrodeposition).
solution
Phase
solution
Phase
An+ + D
n+
D
D
Dn+ + A
Then spontaneous assembly
(adsorption) at interface
i
ii
n+
A
A
e-
D
Leiden, Nov. 2008
Aq
Phase
Org
Phase
Aq
Phase
Org
Phase
Dn+
An+ + D
Dn+ + A
(i) Assembly of (pre-formed) particles at L/L
interfaces
• Method: form hydrosol (organo-sol), particles
adsorb interface on introduction of organic
(aqueous) phase.
• Particles are surfactants, if favourable
contact angle,q.
• Desorption energy given by:
E  r 2 o / w (1  cos q ) 2
• Particles of given type, will be displaced by
those with larger radius (r):
• Size segregation effect demonstrated for
CdSe (Russell, 2003 [7]).
Leiden, Nov. 2008
(i) Assembly of (pre-formed) particles at L/L
interfaces - continued
• Other terms in equation:
•
E  r 2 o / w (1  cos q ) 2
q can be varied by changing surface
chemistry (Vanmaekelbergh, 2003 [8]) –
induce assembly of Au NPs by addition
of ethanol – contact angle tends 90o.
• Residual surface charge, Au NPs
attracted to/from polarised L/L interface
– see Figure, from (Fermin, 2004 [9])
• Lippmann equation, interfacial tension
is function of applied potential
  o / w
Q   w
  o
w
Leiden, Nov. 2008


T , p
Ordering of insulating particles at L/L
interfaces
• System
– 1.6mm SiO2 particles (Duke
Sci. Corp., USA).
• Hydrophobic coating dichlorodimethylsilane.
– Non-aqueous phase
• Octane (e = 2.0) or
Octanone (e = 10.3).
• Suspend at water/org interface
Dried: close packing
• (Campbell/Dryfe 2007, but
after Nikolaides, 2002 [10])
Leiden, Nov. 2008
Spontaneous ordering of SiO2
Use image analysis to identify
Field of view: 190 microns x individual particle positions:
radial distribution function
143 microns:
found.
- metallic particles, more polar
phases?
Leiden, Nov. 2008
(ii – a) In situ growth of particles at L/L
interfaces: spontaneous chemical reduction
• Faraday (1857 [11]): formation of colloidal Au
at L/L (water/CS2) interface
• “dark flocculent deposits”, metal in “a fine
state of division”.
• General problem of particle formation at L/L
interface is prevention of aggregation:
•
e.g. Au deposition @ water/1,2dichloroethane interface, fractal structures
form: image statistics, growth laws for
aggregation process (scale bar = 10 microns)
Leiden, Nov. 2008
Control deposit aggregation
• (a) Template diameter <
“intrinsic” particle diameter
(TEM: Pt deposition in zeolite
Y)
– Electrodeposition
• (b) Presence of ligands in
interfacial system (TEM: Au
deposition in presence of
phosphines)
• - Spontaneous deposition
Leiden, Nov. 2008
Stabilisation: surface chemistry
• Ideal case: modify surfaces to prevent
aggregation, but retain catalytic activity.
• Brust/Schiffrin (1994, [12]) (+ Faraday?): thiol
stabilisation of Au formed by two-phase
reduction
• Hutchison (2000 [13]), Rao (2003 [14]) (+
Faraday?) : phosphine ligands for stabilisation
of Au formed at L/L interface.
•
• Question: for Au deposition, can process (i) =
assembly of particles at L/L be related to
process (ii) = in situ L/L formation?
Leiden, Nov. 2008
Au formation at L/L interface
•
Au NPs formed at interface,
• TEM suggests particle size
regular, density increases with
time.
1.5 hrs
24 hrs
Leiden, Nov. 2008
Comparison of (i) assembly vs. (ii) formation
• Works – i.e. electron microscopy,
xrd
i
A
and xps suggest can get similar
(ca 2A
nm) Au NP from routes (i) and (ii) eif wesolution
Phase
use the same reducing agent.
ii
i
n+
-
solution
Phase
An+ + D
Dn+
D
i
Dn+ + A
ii
n+
A
A
e-
D
Leiden, Nov. 2008
Aq
Phase
Org
Phase
Aq
Phase
Org
Phase
Dn+
An+ + D
Dn+ + A
The characterisation problem
• Deposit characterisation:
ex situ, and (normally)
vacuum based methods
• TEM, SEM, XPS –
particle distribution lost.
• Reactive systems: ebeam/x ray damage?
• Dryfe/Campbell 2008
Leiden, Nov. 2008
gives……..
In situ deposit characterisation: gel or freeze
interface
• Deposit Au at gel/organic
interface: thickness (600 nm)
• Approach (ii), deposit Au at
L/L interface (org = acrylate
and photo-initiator) = photocure interface.
• (after Benkoski 2007,
approach (i) [15])
• Aim: “freeze” structure of
deposit – aggregate of ca 200
nm particles. Dryfe/Ho 2008
Leiden, Nov. 2008
In situ deposit characterisation: alternative
techniques (1)
• Structure of “neat” L/L
interface: x-ray scattering, nonlinear spectroscopy.
• Both recently applied to NP
assembly/formation at L/L
interface.
• Former: e- density profile
attributed to cluster (d = 18
nm) of 1.2 nm NPs.
• Approach (ii)
From Sanyal (2008 [16])
Leiden, Nov. 2008
In situ deposit characterisation: alternative
techniques (2)
• Second-harmonic generation
from polarised water/octanone
interface, for Au NPs
assembled at interface (ie
approach (i)),
• Short time-scales, reversible
particle assembly
• Longer time-scales,
irregularities in SHG response
attributed to NP aggregation.
Leiden, Nov. 2008
From Galletto
(2007 [17]).
(ii – b) In situ growth of particles at L/L
interfaces: electrochemical reduction
• Motivation: apply variable potential difference (4-electrode
methodology):
RT  aRw1aOorg2 
w
0
0
 org  E2  E1 
ln  w org 
F  aO1aR 2 
• Study electrochemical growth in absence of solid substrate:
– M. Guainazzi (1975 [18]) – Cu, Ag
– Schiffrin/Kontturi, (1996 [19]) (Au, Pd)
i
ii
n+
A
e-
– Unwin, (2003, [20]) - (Ag)
– Cunnane, (1998,.[21]) (polymers)
– Dryfe, (2006, [22]) (review).
A
D
Aq
Phase
Org
Phase
Aq
Phase
Org
Phase
Dn+
An+ + D
Dn+ + A
• Advantage: Analysis of current response - information on growth.
Leiden, Nov. 2008
What is known at present?
• Deposit “units” nm scale, adsorb,
tend to aggregate.
• (TEM of Pd, scale bar = 100 nm)
• Replace single interface with
array of micron scale (or smaller)
interfaces = template.
•
-alumina as template, 200 nm
diameter pores (SEM of Pd,
scale bar = 100 nm)
Leiden, Nov. 2008
Nucleation/Growth: Voltammetry
Electrolytic cell:
Mn+(1) + nR(2) → M(s) + nO+(?)
Cell 1
x mM (NH4)2 PdCl4
Where Mn+ = PdCl42−,
R = n-BuFeCp2.
Ag AgCl
y mM BuFc
x mM TPACl
20 mM
50x mM LiCl
1 mM BTPPACl
10 mM LiCl
AgCl
BTPPATPBF 20
A CV showing the transfer of Tetrapropylammonium + in the
presence of a reducing agent
E0 ≈ 0.3 V
120
100
80
60
40
i/µA
Insufficient for spontaneous
reaction: extra η ≈ 0.2 V
needed.
N.B. Irreversible deposition
20
0
-0.1
-20 0
0.1
0.2
0.3
0.4
-40
-60
-80
w
E/V
org / V
Leiden, Nov. 2008
0.5
0.6
0.7
0.8
Ag
Chronoamperometry
• Interfacial Pd depn. Step
potential, increasing h.
All L/L
500
450
400
•
350
i/μA
• Approximate treatment, use of
excess (40-fold) of electron
donor (org): metal precursor
(aq).
200
0.6 V
0.65 V
150
100
50
0
0
5
10
15
Leiden, Nov. 2008
25
1
0.9
0.8
0.7
0.6
0.5
0.4
0.3
0.2
0.1
0
0
0.5
1
1.5
t/tmax
• t > tmax does not follow Cottrell
20
t/s
Apply “classical” models to Pd
deposition @ L/L.
• Behaviour intermediate (prog blue vs. instantaneous models
- pink),
0.5 V
0.55 V
250
i/imax
•
0.4 V
0.45 V
300
2
2.5
3
Analysis of chronoamperometry
• Heerman/Tarallo ≈ Mirkin/Nilov
models [23, 24]:
j  zFDc
  1
e  At
 At 
1/ 2
Applied
overpotential/
V
1
Dt 
1/ 2
At1 / 2

 e d
0
1  exp  qN Dt 


1/ 2 1/ 2
0
 2MDc 

q  2 
  
1/ 2
t


 1  e  At
  1  
 At



Nucleation
Rate constant/
s-1
Nucleation
saturation
density /cm-2
Diffusion
Coefficient/
cm2 s-1
[BuFc] /
mM
0.47
0.29
10063
7.6×10-6
20
0.52
0.64
11589
9.8 × 10-6
20
0.57
0.76
8349
2.5 × 10-5
20
0.62
0.54
11526
4.1 × 10-5
20
Leiden, Nov. 2008
Extending model: 4th parameter
-4
1.6x10
-4
•
1.4x10
Cell: Cell 1
-4
1.2x10
x mM TPACl
50x mM LiCl
1 mM BTPPACl
20 mM
10 mM LiCl
BTPPATPBF 20
AgCl
-4
-2
Ag AgCl
y mM BuFc
Ag1.0x10
J/ A cm
x mM (NH4)2 PdCl4
-5
8.0x10
-5
6.0x10
•
Co-evolution of hydrogen
•
Palladium surface grows, acts as
catalyst.
•
Deposition (almost) insensitive to
applied potential: implies zero
critical cluster!
Leiden, Nov. 2008
5
10
15
20
time/ s
-4
2.5x10
-4
2.0x10
-2
Proton reduction rate included as
4th parameter (after Palomar, 2005
[25]): improved fit, but no direct
evidence for hydrogen evolution.
0
J/ A cm
•
-5
4.0x10
-4
1.5x10
-4
1.0x10
-5
5.0x10
0
10
20
30
time/ s
40
Competitive reactions
• pH dependence of metal
deposition?
• However, ferrocene oxidation
is coupled to H+ transfer (H2O2
generation)
• Nernst-Donnan equilibrium
dictates interfacial potential,
hence extent of H+ transfer.
(from Su, Angew. Chem, 2008
[26])
Leiden, Nov. 2008
Potential dependence of particle size
• High resolution TEM of Pd, deposition for 20 s at L/L.
 = 0.5 V
Relative number of particles
30
(upper), down
to 0.4 V (lower)
– higher h:
higher mean
particle size.
25
20
15
10
5
0
3.5-4
4-4.5
4.5-5
5-5.5
5.5-6
6-6.5
5.5
particle size (nm)
5
30
Particle size (nm)
Relative number of particles
35
25
20
15
10
5
0
2-2.5
2.5-3
3-3.5
3.5-4
4-4.5
4.5-5
5-5.5
4.5
4
3.5
particle siz e (nm)
0.4
Leiden, Nov. 2008
0.425
0.45
0.475
Overpotential (V)
0.5
In situ electrocatalysis at L/L
• Photo-catalytic interfacial
electron transfer,
mediated by Pd
deposited in situ.
• (from Lahtinen,
Electrochem Comm,
2000 [27])
• Complex system: flow
based approach ?
Leiden, Nov. 2008
Ex situ Electrocatalysis
• Au-phosphine stabilised
NPs formed at L/L
interface, transferred by
adsorption on to glassy
carbon surface:
• Response of GC to
formaldehyde oxidation
(before/after Au NP
adsorption) is shown:
• Electrocatalytic activity of
materials. (Luo/Dryfe,
2008)
Leiden, Nov. 2008
Conclusions
•
L/L interface offers a ready “contact-less” route to the:
•
(i) assembly of (catalytically active) particles and
•
(ii) to the growth of (catalytically active) particles, the latter either by
spontaneous or electrochemical approaches.
•
Issues -
Deposit geometry  conditions
– Applicability of “classical” deposition models
•
- difficulty/lack of applicability of “standard” nano-scale characterisation
techniques
•
Nano-scale morphology not dictated by strong substrate-deposit attraction
but strong substrate(1)-substrate(2) repulsion.
•
Regularity of particle structure (before aggregation) – uniform flux to each
particles?
Leiden, Nov. 2008
Suggestions for Future Work
• Catalytic production of H2O2 at the L/L interface
• Photo-catalytic reduction (H2, CO2??) at this
interface
• Does one of the phases have to be H2O?
• Catalysis as fn(, ) ?
Leiden, Nov. 2008
References (1/2)
•
•
•
•
•
•
•
•
•
•
•
•
1.
V.J. Cunnane, D.J. Schiffrin, C. Beltran and G. Geblewicz, J. Electroanal. Chem. 247, 203
(1988).
2.
S.N. Tan, R.A.W. Dryfe and H.H. Girault, Helv. Chim. Acta, 77, 231 (1994)
3.
I.T. Horvath and J. Rabai, Science, 266, 72 (1994)
4.
A.D. Ballantyne, A.K. Brisdon and R.A.W. Dryfe, Chem. Comm., 4980.
5.
D.M. Mitrinovic, A.M. Tikhonov, M. Li, Z.Q. Huang and M.L. Schlossman, Phys. Rev.
Lett. 85, 582 (2000).
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L.F. Scatena, M.G. Brown and G.L. Richmond, Science 292, 908 (2001).
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Y. Lin, H. Skaff, T. Emrick, A.D. Dinsmore and T.P. Russell, Science, 299, 226 (2003).
8.
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458 (2004).
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B. Su, J.P. Abid, D.J. Fermín, H.H. Girault, H. Hoffmannova, P. Krtil, Z. Samec, J. Amer.
Chem. Soc. 126, 915 (2004).
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M.G. Nikolaides, A.R. Bausch, M.F. Hsu, A.D. Dinsmore, M.P. Brenner, C. Gay and D.A.
Weitz, Nature 420, 299 (2002).
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M. Brust, M. Walker, D.J. Schiffrin and R. Whyman, J. Chem. Soc. Chem. Comm., 801
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W.W. Weare, S.M. Reed, M.G. Warner and J.E. Hutchison, J. Amer. Chem. Soc., 122,
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Leiden, Nov. 2008
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C.N.R. Rao, G.U. Kulkarni, P.J. Thomas, V.V. Agrawal and P. Saravanan, J. Phys. Chem.
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Leiden, Nov. 2008
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