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soft materials

PhD opening at UCLA

Submitted by Lihua Jin on

There is a PhD opening in the Mechanics of Soft Materials Lab (https://www.msm.seas.ucla.edu/) in the Department of Mechanical and Aerospace Engineering at the University of California, Los Angeles. The opening is to be filled in 2021 fall, 2022 winter or 2022 fall quarter. The successful candidate is expected to work on modeling, simulations, and experiments of soft materials.

A postdoc opening at UCLA

Submitted by Lihua Jin on

There is an immediate opening of a postdoctoral researcher in the Mechanics of Soft Materials Lab (https://www.msm.seas.ucla.edu/) in the Department of Mechanical and Aerospace Engineering at the University of California, Los Angeles (UCLA). The research will be on experimental mechanics of soft materials, and fabrication of soft machines. The successful candidate should have a PhD degree with expertise in experimental polymer materials.

ASME IMECE 2020 Mechanics of Soft Materials symposium

Submitted by Yuhang Hu on

A few updates about the ASME IMECE 2020 Mechanics of Soft Materials symposium:

 

•            IMECE 2020 will be fully online with the technical meetings held during the week of November 15. IMECE remains the same otherwise. The online format will leverage the extra capabilities that come from a virtual setting.

A postdoc opening at UCLA

Submitted by Lihua Jin on

There is an immediate opening of a postdoctoral researcher in the Mechanics of Soft Materials Lab (https://www.msm.seas.ucla.edu/) in the Department of Mechanical and Aerospace Engineering at the University of California, Los Angeles. The research will be on experimental mechanics of soft materials, and fabrication of soft machines. The successful candidate should have a PhD degree with expertise in experimental polymer chemistry and polymer materials.

'Sideways' and stable crack propagation in a silicone elastomer

Submitted by Matt Pharr on

We have discovered a peculiar form of fracture that occurs in a highly stretchable silicone elastomer (Smooth-On Ecoflex 00–30). Under certain conditions, cracks propagate in a direction perpendicular to the initial pre-cut and in the direction of the applied load. In other words, the crack deviates from the standard trajectory and instead propagates perpendicular to that trajectory. The crack arrests stably, and thus the material ahead of the crack front continues to sustain load, thereby enabling enormous stretchabilities. We call this phenomenon 'sideways' and stable cracking.

SES 2019 - Mechanics and Physics of Soft Materials

Submitted by Meredith N. Si… on

Abstract submission for the Society of Engineering Science annual conference is now open:

https://ses2019.wustl.edu/track-symposia/abstracts/

The deadline to submit is April 30th, 2019. Please consider subitting to our symposium on the Mechanics and Physics of Soft Materials. A full description is given below.

Ph.D. and Post-doc positions available at the Technion, Israel

Submitted by noyco on

Our group is part of the Department of Materials Science and Engineering at Techion – Israel Institute of Technology, located in Haifa, Israel.

We employ theoretical and experimental tools to understand the relations between the micro-structure and the macroscopic response of soft materials. Materials of interest include electro-active polymers, 3D printed lattice structures, biopolymers, and gels.

Postdoc Position in Flexible Electronics

Submitted by Xin Ning on

POST-DOCTORAL SCHOLAR, PENN STATE:  The Advanced Structures Laboratory, Department of Aerospace Engineering at the Pennsylvania State University, University Park Campus invites applications for an appointment as a Postdoctoral Scholar.

 

Deriving a lattice model for neo-Hookean solids from finite element methods

Submitted by Teng zhang on

Lattice models are popular methods for simulating deformation of solids by discretizing continuum structures into spring networks. Despite the simplicity and efficiency, most lattice models only rigorously converge to continuum models for lattices with regular shapes. Here, we derive a lattice model for neo-Hookean solids directly from finite element methods (FEM). The proposed lattice model can handle complicated geometries and tune the material compressibility without significantly increasing the complexity of the model.