School of Mechanical Engineering Seminar
Wednesday, November 26, 2014 at 15:00
Wolfson Building of Mechanical Engineering, Room 206

Crack-arresting voided periodic materials

Or Hadar

MSc Student of Prof. Shmuel Ryvkin

Evaluation of the stress field around the tip of a semi-infinite crack embedded in a material with periodic microstructure is very difficult because it is necessary to carry out a large volume of calculations. This work presents and implements a novel method to perform this calculation. The conditions at the boundaries of a rectangular domain around the tip are formulated by the use of K-field for the homogeneous material possessing effective elastic properties and then the finite discrete Fourier transform is applied. This allows to replace standard analysis of a large periodic domain with many cells by the analysis of a single repetitive cell in the transform space which can be carried out by any numerical method. Consequently, the volume of calculations in comparison with the standard approach is reduced and the problem of a macrocrack embedded in a material with fine microstructure can be addressed without simplifying assumptions. The accuracy of the proposed approach is verified by a comparison with the analytical solution for a crack embedded in a homogeneous plane and with the known results for low-density voided material.

Application of the suggested method is given for a crack in a two-dimensional periodically voided material with triangular isotropic layout. The representative cell problem is resolved by the finite element method. It was assumed that the parent material is brittle and fracture toughness of the voided material is determined by the stress criterion for crack propagation, i.e. the crack will propagate when the maximal tensile stress around the tip will reach the tensile strength of the parent material. The dependence of the fracture toughness upon the material relative density is investigated for circular and hexagon voids, as well as its dependence on the shape of the voids for high density material. A comparison of the fracture toughnesses of the solid and voided materials has shown for which parameter combinations voided ones will provide better crack resistance. Results are given for materials commonly used: alumina 99.9%, silicon nitride, sapphire, boron nitride and mullite.

School of Mechanical Engineering Seminar
Wednesday, November 12, 2014 at 15:00
Wolfson Building of Mechanical Engineering, Room 206

No robot is an island, no team an archipelago

Prof. Gal A. Kaminka

Computer Science Department & Gonda Brain Research Center

Bar Ilan University, Israel

We live in opportune times. The centuries-old dreams of creating intelligent, programmable automatons—robots—are becoming reality. Recent years are seeing dramatically growing interest in robotics, by scientists and practitioners alike. Robots—from the molecular scale to tank-size—seem to appear everywhere: in production lines, in the battlefield, in hospitals, in warehouses, in homes, in fields; on the ground, on water, and in the air.

In this talk, I argue that to accelerate and maximize the impact of robotics, robots should operate in teams, rather than in isolation. Moreover, I argue that effective robot teams must dynamically adjust their teamwork, instead of relying on rigid pre-planned coordination schemes. This is not a mere philosophical argument: I will present algorithms, data structures, and computational techniques for facilitating such teamwork, and discuss analytical guarantees and empirical results that demonstrate the effectiveness of these contributions in a variety of cooperative robot teams, from the molecular to the vehicle scale; robot teams which move in formations, explore urban areas, play soccer, and patrol Israel's borders.

As a final note, I will also argue that what is true for robots, is true for roboticists. Accelerating the impact of robotics requires leaving behind rigid disciplinary bounds and pre-established division of labor within academic circles and in practice. Instead, roboticists should embrace multi-discplinary collaborations, opening up to biology, psychology, economics, and sociology as sources of inspiration and targets of influence.

About the speaker:

Gal A. Kaminka is a professor at the computer science department and the brain sciences research center, at Bar Ilan University (Israel), where he chairs the Bar Ilan University Robotics Consortium, and his MAVERICK research group. His research expertise includes multi-agent and multi-robot systems, teamwork and coordination, behavior and plan recognition, and modeling social behavior. He received his PhD from the University of Southern California (2000), spent time as a post-doctorate fellow at Carnegie Mellon University (until 2002), and a year as a Radcliffe Fellow at Harvard University's Radcliffe Institute for Advanced Study (2012).  Prof. Kaminka was awarded an IBM faculty award and top places at international robotics competitions. He served as the program chair of the 2008 Israeli Conference on Robotics, and the program co-chair of the 2010 Int'l Joint Conference on Autonomous Agents and Multi-Agent Systems (AAMAS). He has served on the international executive bodies of IFAAMAS (International Foundation of Autonomous Agents and Multi-Agent Systems), the RoboCup Federation, and AAAI (Association for Advancement of Artificial Intelligence). He is the author or co-author of over 150 publications and 7 patents. He is the 2013 recipient of the Israeli national Landau Prize in exact sciences.