Session S11a
NONLOCAL AND GENERALIZED CONTINUA FOR SOLIDS
Wednesday 8:00 - 9:40, ECCR 151

Session Chair:  Richard Regueiro

8:00  D. Caillerie, R. Chambon, and F. Colin, “Some theoretical and numerical features of strain gradient media regarded as micromorphic media”

8:20  J.D. Lee and Y. Chen, “A generalized continuum theory and its applications in nano/micro materials”

8:40  X. Zeng, J.D. Lee, and Y. Chen, “Determining material constants in nonlocal micromorphic theory through phonon dispersion relations”

9:00  A. Rodriguez-Ferran, “Nonlocal models based on nonlocal displacements”

9:20  G.Z. Voyiadjis and R.J. Dorgan, “On the implementation of a gradient enhanced nonlinear plasticity model”

Session S11b
NONLOCAL AND GENERALIZED CONTINUA FOR SOLIDS
Wednesday 10:20 - 12:00, ECCR 151

Session Chair:  George Voyiadjis

10:20  E. Pasternak, A.V. Dyskin, and H. Mühlhaus, “Cosserat and non-local continua for granulate materials”

10:40  W.E. Warren and E. Byskov, “A solution to plane problems of micropolar elasticity”

11:00  C.L. Randow and G.A. Gazonas, “Modeling the impact of micropolar bodies”

11:20  H. Arslan, S. Sture, and R. Regueiro, “Localization analysis for granular materials by using micropolar continua”

11:40  K. Yonten, R. Regueiro, and M.T. Manzari, “Comparative evaluation of a conventional plasticity model for geomaterials and its gradient-enhanced version”

12:00  R. Regueiro, P. Dixit, and K. Garikipati, “On standard and vector finite element analysis of a strict anti-plane shear plasticity model with elastic curvature”