1. Importance of Compact Random Walks for the Rheology of Transient Networks
- Author
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Claas Hövelmann, Noemi Szekely, Wim Pyckhout-Hintzen, Nicole Lühmann, Dieter Richter, Andreas Wischnewski, and Barbara Gold
- Subjects
Mathematical optimization ,Materials science ,Polymers and Plastics ,Gaussian ,Organic Chemistry ,02 engineering and technology ,Dielectric ,Neutron scattering ,Impulse (physics) ,010402 general chemistry ,021001 nanoscience & nanotechnology ,Random walk ,01 natural sciences ,0104 chemical sciences ,Condensed Matter::Soft Condensed Matter ,Inorganic Chemistry ,symbols.namesake ,Random walker algorithm ,Rheology ,Dynamic modulus ,Materials Chemistry ,symbols ,Statistical physics ,0210 nano-technology - Abstract
Controlling the mechanical behavior of novel supramolecular materials is of the utmost importance and requires a fundamental understanding of the underlying physical processes. We present a multimethods approach to the dynamics of entangled transient polyisoprene networks. Small-angle neutron scattering (SANS) on randomly functionalized chains shows homogeneous supramolecular melts with Gaussian chain conformations. The H-bond lifetimes (dielectric α*-process) and the rheological response in terms of the loss modulus G″ differ by 2 orders of magnitude in time. Within the concept of a compact random walk (RW), where the random walker (urazole group acting as a sticker) undergoes multiple returns to its starting point and following the concept of theoretical proposed renormalized sticky bond lifetimes, we quantitatively solve this longstanding and unexplained large discrepancy: While the bond opening gives rise to the dielectric response, for rheological relaxation the association with a new partner is rele...
- Published
- 2022