Tough Soft Wet Adhesion
Tough bonding of hydrogels to diverse non-porous surfaces
Hyunwoo Yuk, Teng Zhang,Shaoting Lin, German Alberto Parada & Xuanhe Zhao
Nature Materials (2015) doi:10.1038/nmat4463
Tough bonding of hydrogels to diverse non-porous surfaces
Hyunwoo Yuk, Teng Zhang,Shaoting Lin, German Alberto Parada & Xuanhe Zhao
Nature Materials (2015) doi:10.1038/nmat4463
This work has been recently published in Nature Nanotechnology.
A fully funded PhD scholarship exists in the area of mechanics of materials, endowed in honour of Prof M F Ashby. The successful applicant will have a 1st class degree (and ideally a Masters degree) in an appropriate field. The precise topic of the PhD can be fixed after the scholarship has been awarded.
Further details may be obtained from Ms H A Gardner (has22 [at] cam.ac.uk (has22[at]cam[dot]ac[dot]uk)) .
Extreme Mechanics Letters (EML) is turning 1. Come and join us for a reception to celebrate the 1st anniversary of EML during the 2015 MRS Fall Meeting. See the attached reception flyer for details. All are welcome!
Location: Sheraton Boston Hotel, Gardner, 3rd Floor
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Date: Wednesday, December 2, 2015
Time: 7:00 pm to 9:00 pm
The accumulative roll bonding process is one of the most prominent severe plastic deformation processes for obtaining sheet materials with ultra-fine-grained microstructures and high strength. The properties of such sheets differ significantly from those of conventionally rolled sheets. It is hence desirable to have a simulation framework that can accurately predict the material properties, including the evolving texture and anisotropy during processing.
This themed issue on mechanical metamaterials invites contributions from different perspectives with the aim of highlighting the latest advances in the field.
The themed issue will focus on mechanical metamaterials in the general sense. This includes acoustic and elastic metamaterials as well as other types of metamaterials with unique mechanical and/or thermal properties at any length scale.
Topics of interest include the following:
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I need to compute the second derivatives of displacement field in ABAQUS, in the integration point of quadratic elements if it is possible. I thought about using USDFLD subrutine, but I am stuck with getting the Jacobian matrix that couples the isoparametric space with the physical space in ABAQUS. GETVRM is what everyone suggests to get variables from abaqus, however I did not find the definitions of JMAC, JMATYP... so I do not know what I can get from that subrutine exactly.
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