Postdoc Open Positions

Postdoc positions with financial support (up to 3 years) are immediately available in the Department of Mechanical Engineering, University of Connecticut (UConn).

Required Degree:

Ph.D. in Engineering Mechanics, Chemical, Mechanical, or Civil Engineering, Material Science, Condense Matter Physics, or Computational Chemistry.

Required Skills:

Please see the attached announcement. We are going to accept applications till December 31st 2021. Send emails to amsgroup [at] beckman.illinois.edu

Bio-Inspired 3D Printed Sutures under Shear

Richard Nash and Yaning Li*

Department of Mechanical and Industrial Engineering, Northeastern University, MA

* y.li [at] northeastern.edu

Spectral formulation of the boundary integral equation method for antiplane problems

Kunnath Ranjith

Abstract

The Mechanics of Infrastructure Materials research group are looking to hire a Postdoctoral Research Associate (PDRA) to work in the UKRI Future Leaders Fellowship grant NEWPHASE. The project, led by Dr Emilio Martínez-Pañeda, aims at tackling pressing material degradation challenges at the interface between mechanics and chemistry. 

A new book is published:  Buryachenko V. A. (2022) Local and Nonlocal Micromechanics of Heterogeneous Materials. Springer, NY (1,011 pages and 1,711 references, see https://link.springer.com/book/10.1007/978-3-030-81784-8).  Table of contents is attached. Enjoy reading this book

Anyone looking for a quick introduction to patient-specific modelling for orthopedics should take a look at this new webinar coming out next Wednesday, December 1st, from the European Society of Biomechanics and Synopsys - details below:

https://register.gotowebinar.com/register/335929808098526223

Dear Colleagues,

We just published the comment Shaping the future of robotics through materials innovation in Nature Materials:

Rothemund P., Kim. Y., Heisser R. H., Zhao X., Shepherd R. F., Keplinger C. Shaping the future of robotics through materials innovation. Nature Materials 20, 1582-1587 (2021)

 This paper describes a numerical scheme that implements reduced order modeling of transient heat transfer problems by enhancing a standard fifinite element code, ABAQUS, and integrating it with proper orthogonal decomposition (POD). The capability of output and manipulation of matrices, the user subroutine for moving heat source and easy enforcement of boundary conditions, and the powerfulness of pre- and post-processing in the commercial software package are leveraged, resulting in a standard and accessible tool for POD analysis.