Multiscale modelling of load transfer in grephene laminates
Hi everyone,
First little bit of background over my model.
Hi everyone,
First little bit of background over my model.
I am trying to incorporate moving point load on a beam in ABAQUS but not sure which is the best way to do it? Can someone help?
This paper computationally investigates the effect of martensitic variant strain accommodation on the formation of microstructural and topological patterning in zirconia. We used the phase-field technique to capture the temporal and spatial evolution of embryonic formation of the monoclinic phase in tetragonal single crystals. The three-dimensional simulations were able to capture the formation of all the possible monoclinic variants. We used the multivariant single embryo as an initial condition to mitigate the lack of nucleation criteria at the mesoscale.
Two solids can adhere to each other in the presence of a liquid bridge between them, which is called wet adhesion. When the solid is soft, the liquid bridge can cause deformation in the material, and in turn, the deformation may have dramatic effects on the wet adhesion. To investigate the effect, in this article, we calculate the deformation in two soft layers with different separations and connected by a liquid bridge. We illustrate the effect of deformation in the soft layers on the adhesive force.
Cavitation can be often observed in soft materials. Most previous studies were focused on cavitation in an elastomer, which is under different mechanical loadings. In this paper, we investigate cavitation in a constrained hydrogel induced by drying. With taking account of surface tension and chemo-mechanics of gels, we calculate the free energy of the system as a function of cavity size. The free energy landscape shows double-well structure, analogous to first-order phase transition. Above the critical humidity, a cavity inside the gel is tiny.
Dislocations are topological line defects in three-dimensional crystals. Same-sign dislocations repel according to Frank’ s rule . This rule is broken for dislocations in van der Waals (vdW) layers, which possess crystallographic Burgers vector as ordinary dislocations but feature “ surface ripples” due to the ease of bending and weak vdW adhesion of the atomic layers. We term these line defects “ ripplocations” in accordance to their dual “ surface ripple” and “ crystallographic dislocation” characters.
hello sir/madam
i am performing the analysis on biamaterial crack problem on CT specimen for detrmining the plastic zone and i found mises data as i assigning the two sections for these analysis. Now i have found nonsequence order of the mises value due to clashing of mises value at common nodes. so, any one suggest me how to get mises values at each node either in proper order or with geomatrical coordinates.
The viewpoint that cavitation in rubber — that is, the sudden growth of inherent defects in rubber into large enclosed cavities in response to external stimuli — is a purely elastic phenomenon has long been known to be fundamentally incomplete. Essentially, this is because the local stretches around the defects at which cavitation initiates far exceed the elastic limit of the rubber, which therefore ought to inelastically deform by fracturing to accommodate their growth.
Dear Colleague,
I would like to inform you that the annual report on the scientific and educational activities carried out by the research unit MUSAM on Multi-scale Analysis of Materials at IMT Lucca during 2014 can be downloaded from the following link:
http://musam.imtlucca.it/Report_2014.pdf
Yours sincerely,
Marco Paggi
Hi,