The Capriccio method: a scale bridging approach for polymers extended towards inelasticity

Zhao W, Pfaller S (2021)


Publication Type: Journal article

Publication year: 2021

Journal

Book Volume: 20

Issue: 1

DOI: 10.1002/pamm.202000301

Abstract

In this contribution we present an extension of the multiscale Capriccio method towards inelasticity. This enables coupled simulations of a particle domain embedded into a continuum with particular focus on polymer systems. Starting from the method's initial implementation of pure elasticity, we substitute the nonlinear elastic continuum constitutive law by a recently developed viscoelastic‐viscoplastic one which is able to capture the mechanical behaviour of the particle system in a much larger strain range. Furthermore, we discuss numerical aspects like the choice of time steps and iteration numbers.

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APA:

Zhao, W., & Pfaller, S. (2021). The Capriccio method: a scale bridging approach for polymers extended towards inelasticity. Proceedings in Applied Mathematics and Mechanics, 20. https://dx.doi.org/10.1002/pamm.202000301

MLA:

Zhao, Wuyang, and Sebastian Pfaller. "The Capriccio method: a scale bridging approach for polymers extended towards inelasticity." Proceedings in Applied Mathematics and Mechanics 20 (2021).

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