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Journal club for August 2018: X-Mechanics – An Endless Frontier

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X-Mechanics – An Endless Frontier

Wei YANG, Hongtao WANG, Tiefeng LI and Shaoxing QU

Center for X-Mechanics, Zhejiang University, Hangzhou 310027, China;

 

1 Introduction

PhD position - Development of mesoscale hydro-chemo-mechanical (HMC) modeling approach for concrete deterioration.

Submitted by bahmanghiassi on

Objectives

The main aim of this project is to develop a robust computational framework for investigating the hydro-chemo-mechanical aspect of concrete carbonation at meso-scale.

CMMM 2019: The 2nd International Conference on Modeling in Mechanics and Materials

Submitted by Adesola S. Ademiloye on

CMMM2019, 29 - March 2019, Suzhou, China

Dear Colleagues,

On behalf of the Conference Chair (Prof. K.M. Liew), I am very pleased to announce the 2nd International Conference on Modeling in Mechanics and Materials will be held from 29 - 31 March 2019 in Suzhou, China.

Postdoctoral and PhD students Position on Acoustic Metamaterials at University of Missouri

Submitted by Guoliang Huang on

Composite Materials & Dynamics Laboratory (http://cmdl.missouri.edu/) at University of Missouri develops innovative solutions for Solid Mechanics and Structured Materials, in particular the new frontiers of structural dynamics, wave propagation, micromechanics, topological and quantum mechanics, smart materials and dynamical behaviours of multi-functional materials, both man-made and formed naturally, and understanding relationship between microstructures and material macroscopic properties.

The Relation Between Mindlin's Strain Gradient and Eringen's Nonlocal Linear Elasticity Theories

Submitted by Hosein Rahnama on

Here are some definitions which I have in my mind about the hierarchy of field theories of any kind. Please read them and correct me if there is any misunderstanding. Then I shall raise two questions based on this model of thought about the Mindlin's strain gradient and Eringen's nonlocal linear elasticity theories.

Definition 1. Two field theories are the same if and only if the field equations of one can be obtained from the other.