A solid–shell formulation based on the assumed natural inhomogeneous strains for modeling the viscoelastic response of electro-active polymers Dana BisharaMahmood Jabareen Original Paper 07 April 2020 Pages: 1 - 25
A dual scaled boundary finite element formulation over arbitrary faceted star convex polyhedra E. T. OoiA. SaputraC. Song Original Paper 27 March 2020 Pages: 27 - 47
Variational multiscale framework for cavitating flows A. BayramA. Korobenko Original Paper 19 March 2020 Pages: 49 - 67
Adaptive refinement for phase-field models of brittle fracture based on Nitsche’s method Alba MuixíSonia Fernández-MéndezAntonio Rodríguez-Ferran Original Paper 18 March 2020 Pages: 69 - 85
A novel ghost cell boundary model for the explicit moving particle simulation method in two dimensions Zumei ZhengGuangtao DuanShinobu Yoshimura Original Paper 25 March 2020 Pages: 87 - 102
Coupling XFEM and peridynamics for brittle fracture simulation—part I: feasibility and effectiveness Ilias N. GiannakeasTheodosios K. PapathanasiouHamid Bahai Original Paper Open access 18 April 2020 Pages: 103 - 122
A framework for optimal microstructural design of random heterogeneous materials Fayyaz Nosouhi DehnaviMasoud SafdariMajid Baniassadi Original Paper 04 April 2020 Pages: 123 - 139
Microstructural inelastic fingerprints and data-rich predictions of plasticity and damage in solids Stefanos Papanikolaou Original Paper 22 April 2020 Pages: 141 - 154
An atomistically-informed multiplicative hyper-elasto-plasticity-damage model for high-pressure induced densification of silica glass Wentao XuYang JiaoJacob Fish Original Paper 08 May 2020 Pages: 155 - 187
A modelling framework for coupled hydrogen diffusion and mechanical behaviour of engineering components Elsiddig ElmukashfiEdmund TarletonAlan C. F. Cocks Original Paper Open access 18 May 2020 Pages: 189 - 220
A class of RBFs-based DQ methods for the space-fractional diffusion equations on 3D irregular domains X. G. ZhuY. F. NieJ. G. Wang Original Paper 28 April 2020 Pages: 221 - 238
A dynamical view of nonlinear conjugate gradient methods with applications to FFT-based computational micromechanics Matti Schneider Original Paper Open access 04 May 2020 Pages: 239 - 257