KINETIC MODELING OF ATOM TRANSFER RADICAL POLYMERIZATION OF n -BUTYL - - PowerPoint PPT Presentation

kinetic modeling of atom transfer radical polymerization
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KINETIC MODELING OF ATOM TRANSFER RADICAL POLYMERIZATION OF n -BUTYL - - PowerPoint PPT Presentation

Methusalem Advisory Board Meeting, Gent, June 28, 2010 KINETIC MODELING OF ATOM TRANSFER RADICAL POLYMERIZATION OF n -BUTYL ACRYLATE OF n -BUTYL ACRYLATE Carolina Toloza Supervisors: Marie-Franoise Reyniers and Guy B. Marin Laboratory for


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SLIDE 1

KINETIC MODELING OF ATOM TRANSFER RADICAL POLYMERIZATION OF n-BUTYL ACRYLATE

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Laboratory for Chemical Technology, Ghent University http://www.lct.UGent.be

OF n-BUTYL ACRYLATE

Carolina Toloza Supervisors: Marie-Françoise Reyniers and Guy B. Marin

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SLIDE 2

Radical polymerizations: techniques (1)

  • 1. Free Radical Polymerization (FRP)

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SLIDE 3

Radical polymerizations: techniques (2)

  • 2. Controlled Radical Polymerization (CRP)

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Limit: no termination and transfer: living polymerization

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SLIDE 4

Controlled radical polymerization: goals

homopolymer block copolymer

Composition: Functionality: Topology:

end-functional polymers side-functional polymers

X X X X X X

linear network/ crosslinked

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graft copolymer multifunctional polymers

X X XX X X X X X X X X Y XX

star dendritic/ hyperbranched

Chain length:

start half-way end

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SLIDE 5

Outline

  • Modeling radical polymerizations
  • Principle of ATRP
  • Reaction scheme of ATRP of n-butyl acrylate
  • Molecular diffusion
  • Importance of backbiting and deactivation

Methusalem Advisory Board Meeting, Gent, June 28, 2010

  • Importance of backbiting and deactivation
  • Conclusions and future work

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SLIDE 6

Modeling radical polymerizations

Methusalem Advisory Board Meeting, Gent, June 28, 2010

molecular diffusion reactor configuration reactor model monomer(s) initiator, … polymerization conditions intrinsic kinetics & thermo reaction network

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rate equations moment equations averages of MMD polymer structure conversion full MMD kinetic lab scale tests

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SLIDE 7

Principle of ATRP

Methusalem Advisory Board Meeting, Gent, June 28, 2010

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SLIDE 8

Methusalem Advisory Board Meeting, Gent, June 28, 2010

ATRP system

Cu(II)Br2

Transition metal salt Copper(II)Bromide Monomer n-butyl acrylate

8 Cu(I)Br

Ligand N,N,N’,N′′,N′′- Pentamethyl- diethylenetriamine (PMDETA) Initiator Methyl-2- Bromopropionate (MBP) Transition metal salt Copper(I)Bromide

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SLIDE 9

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Reaction Scheme

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SLIDE 10

Methusalem Advisory Board Meeting, Gent, June 28, 2010

End and mid-chain radical

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SLIDE 11

Methusalem Advisory Board Meeting, Gent, June 28, 2010

kchem k+diff k-diff

apparent reactivity

kapp

A + B A B C A + B C

Molecular diffusion (1)

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AB A diff

D N k σ π 4 =

+

Smoluchowski model: k+diff : f(conversion, diffusion model(chain length)) σ: reaction distance; DAB: mutual diffusion coefficient kchem: Arrhenius equation

       − = RT E A k

AB a AB chem ,

exp

AB A B

D D D = +

Free volume theory

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SLIDE 12

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Molecular diffusion (2)

ATRP of n-BuA at 353K in bulk

Apparent reactivity important

  • n deactivation at high

monomer conversion

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wm: mass fraction of monomer i,j: chain length Apparent reactivity most pronounced on termination at higher chain length

wm=0.3

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Molecular diffusion (3)

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Too low simulated

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rate of polymerization Due to diffusional limitations on deactivation Too low simulated level of branching

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SLIDE 14

Kinetic parameters (model with diffusion)

Methusalem Advisory Board Meeting, Gent, June 28, 2010 Reaction step (l) kl,chem (L mol-1 s-1) or (s-1) Literature Model Propagation (end) kp

end

4.96E+04a 4.13E+04 Transfer to monomer ktrM 4.35a 4.35 Backbiting kbb 3.81E+02a 2.54E+02 Propagation (mid) kp

mid

4.96E+02a 2.76E+02

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Activation (end) ka

end

1.48b 7.39E-01 Deactivation (end) kda

end

  • 2.96E+09

Activation (mid) ka

mid

5.78b 5.78 Deactivation (mid) kda

mid

  • 1.16E+10

Termination by recombination ktc 2.00E+08a 2.00E+09 ATRP equilibrium coefficient Keq

  • 5.00E-10

Very good agreement with available literature data of kinetic parameters

aWang et al. Macromol. Rapid Commun. 30, 2022 2009 bSeeliger and Matyjaszewski Macromolecules 42, 6050 2009

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SLIDE 15

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Importance of backbiting

kbb = 3810 s-1 15

Significant effect

  • n conversion

and branching levels

kbb = 254 s-1 kbb = 0 s-1

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SLIDE 16

Methusalem Advisory Board Meeting, Gent, June 28, 2010

Importance of backbiting and deactivation

kbb = 381 s-1

kda

end=

7.39 e+8 L mol-1 s-1

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Backbiting decreases the ATRP rate and increases the branching level The end- and mid- chain radical concentration and ATRP rate are significantly influenced by deactivation

kbb = 254 s-1 kbb = 0 s-1

kda

end =

2.96 e+9 L mol-1 s-1

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SLIDE 17

Conclusions and future work

Methusalem Advisory Board Meeting, Gent, June 28, 2010

  • 1. A kinetic model has been developed for the ATRP of n-butyl acrylate allowing the

simulation of the conversion, the number average molar mass, the polydispersity index, the polymer end group functionality and the branching level as a function

  • f polymerization time and conditions. A good description of experimental

polymerization data from literature is obtained using kinetic parameters reported in literature.

  • 2. Diffusional limitations are found to be important both for termination and

deactivation and influencing the polymerization rate and the level of branching

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deactivation and influencing the polymerization rate and the level of branching significantly.

  • 3. The

effect

  • f

backbiting

  • n

the number average chain length and the polydispersity index is limited.

  • 4. The importance of βC-scission and intermolecular chain transfer to polymer

reactions on the ATRP will be evaluated in the near future.

  • 5. Kinetic parameters based on experimental data will be determined in the near

future.

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Acknowledgments

Methusalem Advisory Board Meeting, Gent, June 28, 2010

This work is supported by the Long Term Structural Methusalem Funding by the Flemish Government – grant number BOF09/01M00409

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Thank you

Methusalem Advisory Board Meeting, Gent, June 28, 2010

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