Multiscale modeling of hydrogels

  • Zishun Liu
  • , Shoujing Zheng
  • , Ziqian Li
  • , Shuai Xu
  • , J. Jincheng Lei
  • , William Toh

Research output: Chapter in Book/Report/Conference proceedingChapterpeer-review

Abstract

In this chapter, multiscale modeling methods for hydrogels are presented in nano-, meso-, and macroscales, respectively. In order to study the underlying mechanisms of the large deformation, energy dissipation, and fracture mechanics of hydrogels, the nanoscale modeling methods are first demonstrated through constructing their detailed atomic structure models or coarse-grained polymer network models. Methods such as molecular dynamics, coarse-grained method, and dissipative particle dynamics method have been developed to simulate their cross-linking nature, the solvent–polymer interaction and the mechanical response of the deformed polymer network. Moreover, the mesoscale modeling approaches are also essential to study the mechanical behaviors of hydrogels in terms of bridging the gaps of microscale modeling and microscale modeling. Thirdly, in continuum mechanics, the constitutive theories of hydrogels are developed based on the statistical understanding of the polymer network–water microstructure in hydrogels and thermodynamics, which can model a host of types of hydrogels under different stimuli, including but not limited to neutral gel, salt concentration–sensitive gel, pH-sensitive gel, temperature-sensitive gel, photo-thermal–sensitive gel, and magnetic-sensitive gel. In addition, finite-element methods and meshless method have been developed to predict the deformation behaviors of hydrogels based on these well-established constitutive theories.

Original languageEnglish
Title of host publicationThe Mechanics of Hydrogels
Subtitle of host publicationMechanical Properties, Testing, and Applications
PublisherElsevier
Pages187-222
Number of pages36
ISBN (Electronic)9780081028629
ISBN (Print)9780081028636
DOIs
StatePublished - 1 Jan 2022
Externally publishedYes

Keywords

  • Deformation behaviors
  • Finite-element method
  • Hydrogel
  • Molecular dynamics
  • Multiscale modeling
  • Smart materials

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