Matt Parkinson

MSci + ARCS + PhD + DIC

Analytical Scientist

Field Service Engineer

NMR Spectroscopist

Doodle Creator

Maker

Matt Parkinson

MSci + ARCS + PhD + DIC

Analytical Scientist

Field Service Engineer

NMR Spectroscopist

Doodle Creator

Maker

Detection and Quantification of Industrial Polyethylene Branching Topologies via FT Rheology, NMR and Simulation Using the Pom-Pom Model

  • Authors: I. Vittorias, M. Parkinson, K. Klimke, M. Wilhelm, B. Debbaut
  • Publication: Rheol. Acta, 46, 321 (2007)
  • DOI: 10.1007/s00397-006-0111-5
  • Citations: 77

The significance of sparse long-chain branching in polyolefines towards mechanical properties is well-known. Topology is a very important structural property of polyethylene, as is molecular weight distribution. The method of Fourier-transform rheology (FTR) and melt state nuclear magnetic resonance (NMR) is applied for the detection and quantification of branching topology (number of branches per molecule), for industrial polyethylenes of various molecular weight and molecular weight distributions. FT rheology consists of studying the development of higher harmonics contribution of the stress response to a large amplitude oscillatory shear deformation. In particular, when applying large-amplitude oscillatory shear (LAOS), one observes the development of mechanical higher harmonic contributions at 3ω/sub>1, 5ω1,…, in the shear stress response. We correlate the relative intensity, I3/1, and phase Φ 3 of these harmonics with structural properties of industrial polyethylene, i.e. polymer topology and molecular weight distribution. Experiments are complemented by numerical simulations, using a multimode differential Pom-pom constitutive model (DCPP formulation), by fitting to the experimental linear and nonlinear viscoelastic behaviours. Simulation results in the nonlinear regime are correlated with molecular properties of the “pom-pom” macromolecular architecture. Qualitative agreement is found between predicted and experimental FT rheology results.


vittorias07a - first page