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Computational Methods for Solids and Fluids: Multiscale by Adnan Ibrahimbegovic

By Adnan Ibrahimbegovic

This quantity includes the simplest papers awarded on the second ECCOMAS overseas convention on Multiscale Computations for Solids and Fluids, held June 10-12, 2015.

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The path-following method that is used for the analysis of the second example is based on the sum of two above presented equations: (i) equation (15) that takes into account plastic dissipation due to hardening plasticity ( f ∗n in (15) was computed with (18)), and (ii) Eq. (41) that takes into account plastic dissipation due ∗ to softening (f¯ n in (41) was computed with (44) and (46)). 1 Geometrically Nonlinear Elasto-plastic Shell Analysis We consider cylindrical panel from Fig. 6, which is subjected to a set of horizontal axial forces λH0 (where H0 = 1000 N), applied at each node of the mesh at curved edge at y = 0, and to a vertical point load λV0 (where V0 = 10 N).

Panczak T Ring S Welch M (1997) A CAD-based Tool for FDM and FEM Radiation and Conduction Modeling SAE 1998 Transactions - Journal of Aerospace - V 107–1. 63. Pirard T (2012) The Odyssey of Remote Sensing from Space: Half a Century of Satellites for Earth Observations. In: Solar Energy at Urban Scale, chap. 1, Ed. B. Beckers, John Wiley and Sons Inc. 64. Planas P Flett DC (1998) ESARAD: From R&D to Industrial Utilisation”, ESA bulletin 93 February. 65. Ramallo-González AP Eames ME Coley DA (2013) Lumped parameter models for building thermal modelling: An analytic approach to simplifying complex multi-layered constructions, Energy and Buildings 60 174–184.

AceGen and AceFEM. si/Symech 12. , Armero, F. 2007. Finite elements with embedded strong discontinuities for the modeling of failure in solids. International Journal for Numerical Methods in Engineering, 72 (12), pp. 1391–1433. 13.

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