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Magnetic bodies undergoing large deformations: how should we pull magnetic fields back to the reference configuration?

Submitted by Giuseppe_Tomassetti on
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As is well known, the formulation of the equations describing a deformable solid is best done in the Lagrangian setting. For magnetized solids, however, one needs to take into account the magnetic field $h$ and the induction field $b$ generated by the body, whose description is usually done in the Eulerian setting.

Coupled Euler-Lagrangian FEA to simulate fluid entering micro pores in Abaqus/Explicit

Submitted by priyadd84 on

Hi all,

         How to model a pipe which has pores in its internal surface, when the pipe is filled with water and closed at the both ends. Now when the pipe is impacted in the 3 point bending mode water will enter in side the pores and will cause some damping (resist bending).

Special issue on "Computational and Theoretical Materiomics" now published (J. Computational &Theoretical Nanoscience)

Submitted by Markus J. Buehler on

The special issue on "Computational and Theoretical Materiomics: Properties of Biological and de novo Bioinspired Materials" has now been published. A list of papers is included below. A sincere thank you to all contributors! Anyone interested in a reprint of any of the articles please send me a message.

What is stress? Is stress a physical quantity?(second section)

Submitted by Yi-Heng Chen on

What is stress? Who has ever seen stress? Is stress a physical quantity?(second section) Let us re-consider an example for metal foam as show n Figures 1(a,b) that show the local flexuosity under cycle compression loading. Previous researchers used the effective elastic moduli theory and the effective stress concept to study this kind of problem. However, who know what are the approximate stresses at any point in the form, say, at the points A, B, A’, B’?

InternationInternational Journal of Applied Mechanics (IJAM) Vol.2 No.4

Submitted by zishun liu on

Forthcoming papers of International Journal of Applied Mechanics (IJAM) Vol.2 No.4:

1.    “Atomistically-Informed Mesoscale Model Of Deformation And Failure Of Bioinspired Hierarchical Silica Nanocomposites”, Dipanjan Sen, Markus J. Buehler, (Massachusetts Institute Of Technology, USA)

2.    “Single Walled Nanotubes As Kirchoff Elasticas”, Prabhat K. Agnihotri And Sumit Basu (Indian Institute Of Technology, India)

InternationInternational Journal of Applied Mechanics (IJAM) Vol.2 No.3

Submitted by zishun liu on

 

Published papers of International Journal of Applied Mechanics (IJAM) Vol.2 No.3: 

1.    “Yield Design Homogenization Method For Compaction Of Monosized Spherical Powders”, Benabbes Anouar, Siad Larbi, Dormieux Luc, Wing Kam Liu, (Universit´E De Reims, France, Northwestern University, USA)