暂无分享,去创建一个
Arne Ilseng | Victorien Prot | Bjorn T. Stokke | Bjorn H. Skallerud | B. Skallerud | V. Prot | A. Ilseng | B. Stokke | Victorien E Prot
[1] Lallit Anand,et al. A coupled theory of fluid permeation and large deformations for elastomeric materials , 2010 .
[2] Hanqing Jiang,et al. Simulation of the Transient Behavior of Gels Based on an Analogy Between Diffusion and Heat Transfer , 2013 .
[3] Jiayan Luo,et al. Transition of surface-interface creasing in bilayer hydrogels. , 2017, Soft matter.
[4] Zhigang Suo,et al. A finite element method for transient analysis of concurrent large deformation and mass transport in gels , 2009 .
[5] David J. Mooney,et al. Designing hydrogels for controlled drug delivery. , 2016, Nature reviews. Materials.
[6] Rui Huang,et al. Swell-induced surface instability of hydrogel layers with material properties varying in thickness direction , 2013 .
[7] Z. Suo,et al. Creases and wrinkles on the surface of a swollen gel , 2013 .
[8] Bjørn Skallerud,et al. Nanoindentation and finite element modelling of chitosan-alginate multilayer coated hydrogels. , 2016, Soft matter.
[9] Xi-Qiao Feng,et al. Surface wrinkling of anisotropic films bonded on a compliant substrate , 2018, International Journal of Solids and Structures.
[10] P. Flory. Principles of polymer chemistry , 1953 .
[11] H. Bysell,et al. Visualizing the interaction between poly-L-lysine and poly(acrylic acid) microgels using microscopy techniques: effect of electrostatics and peptide size. , 2006, Langmuir : the ACS journal of surfaces and colloids.
[12] Pei-Chun Lin,et al. Harnessing Surface Wrinkle Patterns in Soft Matter , 2010 .
[13] A. Crosby,et al. Surface wrinkling behavior of finite circular plates , 2009 .
[14] George M. Whitesides,et al. Spontaneous formation of ordered structures in thin films of metals supported on an elastomeric polymer , 1998, Nature.
[15] J. Groenewold. Wrinkling of plates coupled with soft elastic media , 2001 .
[16] Wei Hong,et al. INHOMOGENEOUS LARGE DEFORMATION KINETICS OF POLYMERIC GELS , 2013 .
[17] A. Boudaoud,et al. The Buckling of a Swollen Thin Gel Layer Bound to a Compliant Substrate , 2007, cond-mat/0701640.
[18] Michel Potier-Ferry,et al. A multi-scale modeling framework for instabilities of film/substrate systems , 2015 .
[19] Alfred J. Crosby,et al. Effect of stress state on wrinkle morphology , 2011 .
[20] J. Burdick,et al. Solvent induced transition from wrinkles to creases in thin film gels with depth-wise crosslinking gradients , 2010 .
[21] R. Leighton,et al. The Feynman Lectures on Physics; Vol. I , 1965 .
[22] C. Linder,et al. Diffusion-driven swelling-induced instabilities of hydrogels , 2019, Journal of the Mechanics and Physics of Solids.
[23] D. Seliktar. Designing Cell-Compatible Hydrogels for Biomedical Applications , 2012, Science.
[24] Toyoichi Tanaka,et al. Mechanical instability of gels at the phase transition , 1987, Nature.
[25] Y. Koutsawa,et al. Instabilities in thin films on hyperelastic substrates by 3D finite elements , 2015 .
[26] Chaenyung Cha,et al. 25th Anniversary Article: Rational Design and Applications of Hydrogels in Regenerative Medicine , 2014, Advanced materials.
[27] Huajian Gao,et al. Mechanics of morphological instabilities and surface wrinkling in soft materials: a review , 2012 .
[28] Rui Huang,et al. Swell-induced surface instability of confined hydrogel layers on substrates , 2010 .
[29] Salim Belouettar,et al. 3D finite element modeling for instabilities in thin films on soft substrates , 2014 .
[30] Zhigang Suo,et al. Periodic patterns and energy states of buckled films on compliant substrates , 2011 .
[31] Dayong Chen,et al. Stimuli‐responsive buckling mechanics of polymer films , 2014 .
[32] Chad M. Landis,et al. A nonlinear, transient finite element method for coupled solvent diffusion and large deformation of hydrogels , 2015 .
[33] A. Barba,et al. Hydrogels: experimental characterization and mathematical modelling of their mechanical and diffusive behaviour. , 2018, Chemical Society reviews.
[34] Alfred J. Crosby,et al. Surface Wrinkles for Smart Adhesion , 2008 .
[35] Z. Suo,et al. Inhomogeneous swelling of a gel in equilibrium with a solvent and mechanical load , 2009 .
[36] M. Huggins. Solutions of Long Chain Compounds , 1941 .
[37] Wei Hong,et al. Pattern formation in plants via instability theory of hydrogels , 2013 .
[38] B. Skallerud,et al. Swelling of a hemi-ellipsoidal ionic hydrogel for determination of material properties of deposited thin polymer films: an inverse finite element approach , 2013 .
[39] Zhigang Suo,et al. A theory of constrained swelling of a pH-sensitive hydrogel†‡ , 2010 .
[40] F. Topuz,et al. Hydrogels in sensing applications , 2012 .
[41] C. Linder,et al. Mixed isogeometric analysis of strongly coupled diffusion in porous materials , 2018 .
[42] E. Kuhl,et al. Period-doubling and period-tripling in growing bilayered systems , 2015, Philosophical magazine.
[43] R. Feynman,et al. The Feynman Lectures on Physics Addison-Wesley Reading , 1963 .
[44] John R. Clegg,et al. Analyte-Responsive Hydrogels: Intelligent Materials for Biosensing and Drug Delivery. , 2017, Accounts of chemical research.
[45] A. Crosby,et al. Spontaneous formation of stable aligned wrinkling patterns. , 2006, Soft matter.
[46] Lallit Anand,et al. A finite element implementation of a coupled diffusion-deformation theory for elastomeric gels , 2015 .
[47] David J Mooney,et al. New materials for tissue engineering: towards greater control over the biological response. , 2008, Trends in biotechnology.
[48] P. Flory. Thermodynamics of High Polymer Solutions , 1941 .
[49] Willi Volksen,et al. A buckling-based metrology for measuring the elastic moduli of polymeric thin films , 2004, Nature materials.
[50] Rui Huang,et al. Onset of swell-induced surface instability of hydrogel layers with depth-wise graded material properties , 2017 .
[51] C. Stafford,et al. Diffusion‐Controlled, Self‐Organized Growth of Symmetric Wrinkling Patterns , 2009 .
[52] R. Hayward,et al. Creasing instability of surface-attached hydrogels. , 2008, Soft matter.
[53] Rui Huang,et al. A Variational Approach and Finite Element Implementation for Swelling of Polymeric Hydrogels Under Geometric Constraints , 2010 .
[54] J. Huyghe,et al. A three-dimensional transient mixed hybrid finite element model for superabsorbent polymers with strain-dependent permeability. , 2018, Soft matter.
[55] D. Hjelme,et al. Determination of swelling of responsive gels with nanometer resolution. Fiber-optic based platform for hydrogels as signal transducers. , 2008, Analytical chemistry.
[56] Z. Suo,et al. A theory of coupled diffusion and large deformation in polymeric gels , 2008 .
[57] J. Burdick,et al. Swelling‐Induced Surface Patterns in Hydrogels with Gradient Crosslinking Density , 2009 .
[58] Jean-Michel Bergheau,et al. Finite Element Simulation of Heat Transfer , 2008 .
[59] E. Kuhl,et al. On skin microrelief and the emergence of expression micro-wrinkles. , 2018, Soft matter.
[60] Robin H. Liu,et al. Functional hydrogel structures for autonomous flow control inside microfluidic channels , 2000, Nature.
[61] T. Ng,et al. Wrinkling of a Polymeric Gel During Transient Swelling , 2014 .
[62] J. Burdick,et al. Kinetic study of swelling-induced surface pattern formation and ordering in hydrogel films with depth-wise crosslinking gradient , 2010 .