Microscopic theory of linear, entangled polymer chains under rapid deformation including chain stretch and convective constraint release

By R. Graham, A. E. Likhtman, T. McLeish, S. Milner. 2003

434 citations recorded by the source corpus.

Subfields: Biomedical Engineering, Fluid Flow and Transfer Processes, Pulmonary and Respiratory Medicine

View Paper: https://www.semanticscholar.org/paper/eae987ee903146e2faef60ac86b076df99814f91

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Biomedical Engineering

1. P. Olmsted
2. C. McIlroy
3. A. E. Likhtman
4. R. Graham

In Fluid Flow and Transfer Processes

1. C. McIlroy
2. P. Olmsted
3. R. Graham
4. A. E. Likhtman
5. S. Lerouge
6. J. Berret

In Pulmonary and Respiratory Medicine

1. P. Olmsted
2. C. McIlroy
3. A. E. Likhtman
4. R. Graham

Citations in the corpus

• Deformation of an amorphous polymer during the fused-filament-fabrication method for additive manufacturing (2016, methodology): “[22] Richard S Graham, Alexei E Likhtman, Tom CB McLeish, and Scott T Milner.”
• Disentanglement effects on welding behaviour of polymer melts during the fused-filament-fabrication method for additive manufacturing (2017, methodology): “Essentially the Rolie-Poly model is a variation of the standard Doi-Edwards tube model for linear entangled polymer networks, which approximates the more powerful but unwieldy microscopic GLaMM model [35] to provide a simple one-mode constitutive equation for the stress tensor (see Appendix Appendix”
• Simple constitutive equation for linear polymer melts derived from molecular theory: Rolie–Poly equation (2003, methodology): “If one includes CCR suppression by stretch, the power δ changes to 0 or −1/2 (see[8] for details).”