Thermodynamics in thirty-some slides
I am teaching Advanced Elasticity again. Thermodynamics is involved in nontrivial ways in several topics, such as entropic elasticity and swelling hydrogels.
I am teaching Advanced Elasticity again. Thermodynamics is involved in nontrivial ways in several topics, such as entropic elasticity and swelling hydrogels.
Two PhD students will be engaged in a research project of National Science Centre (NCN) carried out in the Institute of Fundamental Technological Research PAS, Poland on 'Intelligent design of 2D nanostructures based on molybdenum'. The materials with a 2D atomic structure (flat, one layer) have drawn attention of researchers for years. The practical applications of graphene sheets, nanotubes can be observed in many areas from electronic industry up to civil engineering (e.g. concrete with nanotubes fillers).
Chiqun Zhang Amit Acharya Saurabh Puri
A generalized disclination (g.disclination) theory [AF15] has been recently introduced that goes beyond treating standard translational and rotational Volterra defects in a continuously distributed defects approach; it is capable of treating the kinematics and dynamics of terminating lines of elastic strain and rotation discontinuities. In this work, a numerical method is developed to solve for the stress and distortion fields of g.disclination systems. Problems of small and finite deformation theory are considered. The fields of a single disclination, a single dislocation treated as a disclination dipole, a tilt grain boundary, a misfitting grain boundary with disconnections, a through twin boundary, a terminating twin boundary, a through grain boundary, a star disclination/penta-twin, a disclination loop (with twist and wedge segments), and a plate, a lenticular, and a needle inclusion are approximated. It is demonstrated that while the far-field topological identity of a dislocation of appropriate strength and a disclination-dipole plus a slip dislocation comprising a disconnection are the same, the latter microstructure is energetically favorable. This underscores the complementary importance of all of topology, geometry, and energetics in understanding defect mechanics. It is established that finite element approximations of fields of interfacial and bulk line defects can be achieved in a systematic and routine manner, thus contributing to the study of intricate defect microstructures in the scientific understanding and predictive design of materials. Our work also represents one systematic way of studying the interaction of (g.)disclinations and dislocations as topological defects, a subject of considerable subtlety and conceptual importance [Mer79, AMK17].
This paper presents a new Feedback-Accelerated Picard Iteration method for solving long-term orbit propagation problems and perturbed Lambert’s problems. This method is developed by combining the collocation method and the variational iteration method over large-time-steps. The resulting iterative formulae are explicitly derived so that they can be directly adopted to solve problems in orbital mechanics. Several typical orbit regimes incorporating high-order gravity and air drag force are used to demonstrate the application of the proposed method in orbit propagation.
PhD Position (4 years) in Experimental Study of Nano-Composites
Center for Design, Manufactirung, and Materials, Skoltech, invites applications for a PhD position in Experimental Study of Nano Composites, starting in November 2017.
The 2nd International Conference on Advanced Modelling of Wave Propagation in Solids intends to concentrate on topics such as:
Optical devices and systems with tunable optical transmittance have recently attracted great interest due to their wide range of applications. However, the reported methods of realizing tunable optical transmittance still suffer from complex fabrication processes, high cost, unstable materials or low tuning range. In this study, we report a simple, cheap, and highly effective approach to achieve large tuning range of optical transmittance through harnessing surface wrinkling-cracking patterns on PDMS films.
Microscopic voids can irreversibly grow into the macroscopic ones under hydrostatic tension. To explain this phenomenon it was suggested in the literature to use the asymptotic value of the hydrostatic tension in the plateau yield-like region on the stress-stretch curve obtained for the neo-Hookean model. Such an explanation has two limitations: (a) it relies on analysis of only one material model and (b) the hyperelasticity theory is used for the explanation of the failure phenomenon.
We would like to let you know that free registration for the upcoming 8th annual New England Workshop on the Mechanics of Materials and Structures (NEW.Mech 2017) is open now. The NEW.Mech 2017 is taking place at MIT on October 14, 2017.
We are excited to announce the keynote speakers for NEW.Mech 2017 are: