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Frictional Sliding on a Constrained Rubber Layer: A Simple Model for a Class of Damping DevicesLi, C. G.; Steif, P. S. · Rubber Chemistry and Technology · 2000

Prediction of Sliding Friction Coefficient Based on a Novel Hybrid Molecular-Mechanical ModelZhang, Xiaogang; Zhang, Yali; Wang, Jianmei; Sheng, Chenxing; Li, Zhixiong · Journal of Nanoscience and Nanotechnology · 2018

Electrical charging effects on the sliding friction of a model nano-confined ionic liquidCapozza, R.; Benassi, A.; Vanossi, A.; Tosatti, E. · The Journal of Chemical Physics · 2015

Multi-dimensional semi-analytical model for axial stick–slip of a rod sliding on a surface with Coulomb frictionHovda, Sigve · Advances in Mechanical Engineering · 2019

A stochastic model for dislocation density evolutionH. Braasch; Y. Estrin; Y. Bréchet · 1996

Damage nucleating at second-phase particles: A constitutive modelY. Estrin; Y. Bréchet · 1996

A constitutive model for quasicrystal plasticityFeuerbacher, M.; Schall, P.; Estrin, Y.; Bréchet, Y. · Philosophical Magazine Letters · 2001

Kinetics and statistics of jerky flow: experiments and computer simulationsM. Lebyodkin; L. Dunin-Barkovskii; Y. Bréchet; L. Kubin; Y. Estrin · 1997

Deformation behaviour of particle-strengthened alloys: a Voronoi mesh approachY. Estrin; S. Arndt; M. Heilmaier; Y. Bréchet · 1999

A dislocation-based model for all hardening stages in large strain deformationY. Estrin; L.S. Tóth; A. Molinari; Y. Bréchet · 1998

Critical grain size for dislocation storage and consequences for strain hardening of nanocrystalline materialsO. Bouaziz; Y. Estrin; Y. Bréchet; J.D. Embury · 2010