| Article ID | Journal | Published Year | Pages | File Type |
|---|---|---|---|---|
| 803654 | Mechanics Research Communications | 2013 | 4 Pages |
In this paper we study the effects of negative Poisson's ratios on elastic problems containing singularities. Materials with a negative Poisson's ratio are termed auxetic. We present a brief review of such materials. The elasticity problem of a bimateral wedge is presented, then two particular cases of this problem are investigated: the free-edge problem and the interface crack problem. We study the effect on the stress singularity due to one portion of the bimaterial becoming auxetic. We find that the auxetic material has a significant effect on the singularity order, even causing the singularity to vanish for certain values of the elastic constants.
► We investigate stress singularities in auxetic elastic bimaterials. ► We investigate free-edge and interface crack singularites. ► We find that when one portion of the bimaterial becomes auxetic, the effect on the singularity can be profound.
