A theory of coupled diffusion and large deformation in polymeric gels

By Wei Hong, Xuanhe Zhao, Jinxiong Zhou, Zhigang Suo. 2008

1,012 citations recorded by the source corpus.

Subfields: Biomedical Engineering, Molecular Medicine, Surfaces, Coatings and Films

View Paper: https://www.semanticscholar.org/paper/22a8bdd8167740abc75e177914a7597b12ba2333

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Biomedical Engineering

1. Zhigang Suo
2. Shengqiang Cai
3. Shawn A. Chester
4. Wei Hong
5. Zishun Liu
6. T. Y. Ng
7. Xuanhe Zhao
8. W. Toh

In Molecular Medicine

1. Zhigang Suo
2. T. Y. Ng
3. Zishun Liu
4. W. Toh
5. Xuanhe Zhao
6. Shengqiang Cai
7. L. Anand
8. Jingda Tang

In Surfaces, Coatings and Films

1. Zhigang Suo
2. L. Anand
3. Shawn A. Chester
4. Shengqiang Cai
5. Zishun Liu
6. Xuanhe Zhao
7. Jingda Tang
8. T. Y. Ng

Citations in the corpus

• Mechanics and chemical thermodynamics of phase transition in temperature-sensitive hydrogels (2011, methodology): “We adopt the Flory–Rehner model, and show that the interaction parameter as a function of temperature and concentration obtained from the PNIPAM–water solution can be used to analyze diverse phenomena associated with the phase transition of the PNIPAM hydrogel.”
• Inhomogeneous swelling of a gel in equilibrium with a solvent and mechanical load (2009, background): “As noted in our previous paper (Hong et al., 2008a), a gel can undergo large deformation of two modes.”
• A finite element method for transient analysis of concurrent large deformation and mass transport in gels (2009, methodology): “element method in this paper and that from a finite difference method by Hong et al. (2008b). The agreement is good.”
• Dynamics of swelling and drying in a spherical gel (2015, positive): “We address this problem with a fully nonlinear model that combines the framework of large-deformation poromechanics [34] with the theory of ideal elastomeric gels [4, 22, 23].”
• Fatigue fracture of tough hydrogels (2017, background): “Shakedown after prolonged cycling The stress-stretch curve of a hydrogel or an elastomer often depends on loading history due to various inelastic processes such as the Mullins effect [37, 38], viscoelasticity [39-43], poroelasticity [42-46] and viscoplasticity [47].”
• Theory of dielectric elastomers (2010, neutral): “这 4 条曲线与图 5 中所示的运行周 期相同 .”
• Advances in Mechanics of Soft Materials: A Review of Large Deformation Behavior of Hydrogels (2015, methodology): “First through the addition of Lagrange multipliers to the thermodynamic equilibrium equation [Baek and Pence, 2011; Baek and Srinivasa, 2004; Duda et al., 2010; Hong et al., 2010; Hong et al., 2008b].”
• A coupled theory of fluid permeation and large deformations for elastomeric materials (2010, methodology): “…including swelling and drying, squeezing of fluid by applied mechanical deformation, and forced permeation; cf., e.g., Durning and Morman (1993), Baek and Srinivasa (2004), Hong et al. (2008), Doi (2009), and the recent paper of Duda et al. (2010), and references to the vast literature therein.”