Transformation of Semicrystalline Polymer Mechanics by Cyclic Polymers

ORAL

Abstract

Cyclic polymers have garnered significant interest due to the lack of chain ends and the unique topological constraints of non-concatenation. Experiments in this joint experimental and computational work focus on comparative analysis of semicrystalline linear and cyclic polycyclooctene (PCOE). Uniaxial tensile tests show that crosslinked cyclic PCOE exhibits lower tensile strength than crosslinked linear PCOE at the same crosslinking density, while it may be stretched to a larger strain before failure. DMA shows that the cyclic PCOE possesses a lower glass transition temperature and a lower rubbery plateau modulus. WAXS results show that the crystallinity in crosslinked cyclic PCOE is lower than in its linear counterpart, but the crystallinity is less than 25% and converges to an intermediate value of 15% upon deformation to a tensile strain of 100%. Molecular dynamics simulations using a crystallizable coarse-grained polyethylene model reproduce the lower stress level and larger stretchability of crosslinked semicrystalline cyclic polymers at low crystallinity. The simulations further demonstrate the more compact conformations of non-concatenated cyclic polymers result in fewer entanglements per network strand and thus transform the semicrystalline polymer mechanics.

*C. Tang acknowledges the support from the National Science Foundation award DMR1806792. C. S. Collins and M. Stefik acknowledge support by the NSF CAREER program, NSF award No. DMR-1752615. T. Ge acknowledges start-up funds from the University of South Carolina and the National Science Foundation CAREER award DMR-2236693.

Presenters

  • Ting Ge

    • University of South Carolina

Authors

  • Ting Ge

    • University of South Carolina
  • Yishayah Bension

    • University of South Carolina
  • Andrew Wijesekera

    • University of South Carolina
  • Coby S Collins

    • University of South Carolina
  • Siteng Zhang

    • University of South Carolina
  • Juncheng Zheng

    • Michigan State University
  • Hai Zhao

    • University of South Carolina
  • Shiwang Cheng

    • Michigan State University
  • Morgan Stefik

    • University of South Carolina
  • Chuanbing Tang

    • University of South Carolina