1. First American Academy of Mechanics Conference New Orleans, Louisiana, June of 2008

   • George Zino Voyiadjis

   OriginalPaper 13 May 2010 Pages: 1 - 2

2. Modeling of strengthening and softening in inelastic nanocrystalline materials with reference to the triple junction and grain boundaries using strain gradient plasticity

   • George Z. Voyiadjis
   • Babur Deliktas

   OriginalPaper 05 June 2010 Pages: 3 - 26

3. A thermodynamic framework for a gradient theory of continuum damage

   • Kiran N. Solanki
   • D. J. Bammann

   OriginalPaper 30 July 2009 Pages: 27 - 38

4. Friction coefficient evaluation using physically based viscoplasticity model at the contact region during high velocity sliding

   • George Z. Voyiadjis
   • Babur Deliktas
   • Adam Lodygowski

   OriginalPaper 02 April 2010 Pages: 39 - 52

5. Dynamic fracture with meshfree enriched XFEM

   • Thomas Menouillard
   • Ted Belytschko

   OriginalPaper 21 January 2010 Pages: 53 - 69

6. A general inelastic internal state variable model for amorphous glassy polymers

   • J. L. Bouvard
   • D. K. Ward
   • M. F. Horstemeyer

   OriginalPaper 19 June 2010 Pages: 71 - 96

7. Optimal lower bounds on the local stress inside random thermoelastic composites

   • Yue Chen
   • Robert Lipton

   OriginalPaper 16 January 2010 Pages: 97 - 109

8. Equations of motion for general constrained systems in Lagrangian mechanics

   • Firdaus E. Udwadia
   • Aaron D. Schutte

   OriginalPaper 04 February 2010 Pages: 111 - 129

9. Multiscale modeling of elastic properties of cortical bone

   • Elham Hamed
   • Yikhan Lee
   • Iwona Jasiuk

   OriginalPaper 11 May 2010 Pages: 131 - 154

10. MRI-based finite element modeling of head trauma: spherically focusing shear waves

    • Ying Chen
    • Martin Ostoja-Starzewski

    OriginalPaper 03 February 2010 Pages: 155 - 167

11. A maximum dissipation thermodynamic multi-scale model for the dynamic response of the arterial elastin–water system

    • Henry W. Haslach Jr.

    OriginalPaper 13 April 2010 Pages: 169 - 188

12. Hypoelastic soft tissues. Part I: Theory

    • Alan David Freed

    OriginalPaper 04 February 2010 Pages: 189 - 204

13. Hypoelastic soft tissues

    • Alan D. Freed
    • Daniel R. Einstein
    • Michael S. Sacks

    OriginalPaper 01 July 2010 Pages: 205 - 222