<p>We are seeking a post-doctoral fellow for the continuum damage modelling of dynamic fracture, in the National University of Singapore (see attachment). To apply, please send a single pdf file including cover letter, CV, list of publications and the contact details of 2 references, to Leong Hien Poh (ceeplh@nus.edu.sg).</p>

为加强国际国内力学青年人才之间的交流，共同探讨当今力学发展的前沿问题，切实推动浙大力学学科发展，值浙江大学建校120年校庆之际，浙江大学工程力学系将举办“2017力学前沿青年学术研讨会暨‘百人计划’招聘”，遴选10名左右海外参会者并提供国际旅费及本地食宿费。动力学与控制、计算力学、流体力学、固体力学、力学交叉诸领域是研讨会关注的重点。有效申请材料需包括个人详细简历，并于3月31日之前提交给曲绍兴教授（chenwq [at] zju.edu.cn (squ[at]zju[dot]edu[dot]cn)）。浙江大学“百人计划”招聘启事请见以下链接：http://talent.zju.edu.cn/redir.php?catalog_id=20038&object_id=63916

现就研讨会相关事宜通知如下：

一、时间和地点

浙江大学工程力学系现面向全球诚招英才，招聘方向包括动力学与控制、计算力学、工程力学、流体力学、固体力学，尤其欢迎非线性动力学、计算固体力学、能源材料力学、机器人力学、实验流体力学、生物流体力学、湍流、空气动力学等领域的优秀人才加盟。如果大家周围有优秀的外籍人员感兴趣，也请推荐给我们。谢谢！

浙江大学工程力学系诚聘海内外英才

Sheng Xu, University of California, San Diego

1. Introduction

Authors: Aleem Ullah, Furqan Ahmad, Heung-Woon Jang, Sung-Wook Kim, Jung-Wuk Hong

In our recent paper, some interesting conclusions are found when we attempt to establish a standardized compliance matrices for general anisotropic materials. The abstract is as follows.

Our partner Weizmann Institute Science in Israel is currently trying to fill a PhD position for the FiBreMoD project. The title of the PhD project is "Microscale matrix and interfacial properties of fibre-reinforced composites", and will be supervised by Prof. Daniel Wagner. If you are an enthusiastic and motivated candidate with a background in Materials Science, Composites, Mechanics, or Chemistry/Chemical Engineering, then you should consider applying.

You can find more details here
http://www.jobs.ac.uk/job/AWI331/phd-studentship-modelling-and-simulati…

If interested in applying, please use the following link rather than sending your application to me via email
http://www.qmul.ac.uk/postgraduate/research/subjects/engineering/index…

Chiqun Zhang            Amit Acharya

The utility of the notion of generalized disclinations in materials science is discussed within the physical context of modeling interfacial and bulk line defects like defected grain and phase boundaries, dislocations and disclinations. The Burgers vector of a disclination dipole in linear elasticity is derived, clearly demonstrating the equivalence of its stress field to that of an edge dislocation. We also prove that the inverse deformation/displacement jump of a defect line is independent of the cut-surface when its g.disclination strength vanishes. An explicit formula for the displacement jump of a single localized composite defect line in terms of given g.disclination and dislocation strengths is deduced based on the Weingarten theorem for g.disclination theory at finite deformation. The Burgers vector of a g.disclination dipole at finite deformation is also derived.