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UNIVERSITY OF MINNESOTA Aerospace Engineering and Mechanics COLLEGE OF SIENCE AND ENGINEERING Design of switchable many-state architectured materials through the exploitation of nonlinear post-buckling behavior Ariel Ibarra Pino Fifth deal.II


  1. UNIVERSITY OF MINNESOTA Aerospace Engineering and Mechanics COLLEGE OF SIENCE AND ENGINEERING Design of switchable many-state architectured materials through the exploitation of nonlinear post-buckling behavior Ariel Ibarra Pino Fifth deal.II Users and Developers Workshop Texas A&M University, College Station, TX, USA; August 3-7, 2015

  2. UNIVERSITY OF MINNESOTA Aerospace Engineering and Mechanics COLLEGE OF SIENCE AND ENGINEERING Honeycombs as switchable materials Experimental characterization Papka and S. Kyriakides. Biaxial crushing of honeycombs part I: Experiments. IJSS, 1999. Theoretical and computational studies Saiki et. Al. Flower like patterns appearing on a honeycomb structure and their bifurcation mechanism. IJ of Bifurcation and Chaos (2002). Other studies followed: Healey (1994), Triantafyllidis (1998), Ohno (2001) (Our) current work 3X3 Cell 2X2 Cell

  3. UNIVERSITY OF MINNESOTA Aerospace Engineering and Mechanics COLLEGE OF SIENCE AND ENGINEERING I need your help! TOY PROBLEM (for this week) Implementation of a Saint Venant-Kirchhoff (nonlinear) constitutive law with uniform loads. Square domain (2D) and N-R solver. It seems to be working (max. discrepancy w.r.t. theoretical result ~10 -15 or less. But … -It may not be efficient. -I need the full (global) stiffness matrix for the branch following bifur- cation analysis to work. - I want to use a rhomboidal domain. How I may be able to help (beginners) COMPUTER RUNNING ON WINDOWS, HOW I MADE deal ii TO WORK? - Cheating! I Installed VirtualBox, Ubuntu OS and deal ii there. IMPLEMENTATION OF SOME NONLINEAR CONSTITUTIVE LAWS FOR SOLIDS. - Implementing a Saint Venant – Kirchhoff model w/o using declaration of parameters as done in Step 44. This example may be an easy to follow introduction to more complicated (time or history dependent) constitutive models.

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