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Micro-Mechanical Modelling of Anisotropic Time-Dependent Healing Effects in Rubber-like Materials
Authors:Georg W. Weinhold  Mikhail Itskov
Affiliation:1. RWTH Aachen;2. Lehr- und Forschungsgebiet Kontinuumsmechanik;3. Eilfschornsteinstr. 18;4. 52062 Aachen;5. Germany
Abstract:Filler-reinforced rubber-like materials demonstrate deformation induced softening, known as the Mullins effect. This softening can be reversible in a certain range (healing). The previously introduced concept of network evolution (NE) explains the Mullins effect as the result of a filler-polymer network rearrangement [1]. It is assumed that debonding of polymer chain segments from rigid aggregates does not effect the number of active segments. Furthermore, debonded chains are still active as a part of a longer chain. Now, considering the entropic vibration of polymer chains, entanglement of chains to the rough aggregate surfaces is assumed. This process inverse to the NE leads to a micro-mechanical model of time-dependent recovery of the deformation induced softening. (© 2010 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim)
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