Computer Simulation in Materials Science : Nano / Meso / Macroscopic Space & Time Scales by Ladislas P. Kubin
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Author: Ladislas P. Kubin
Page Count: 604 pages
Published Date: 01 Oct 2011
Publisher: Springer
Publication Country: Dordrecht, Netherlands
Language: English
ISBN: 9789401072274
Download Link: Computer Simulation in Materials Science Nano Meso Macroscopic Space & Time Scales
---------------------------------------------------------------
Author: Ladislas P. Kubin
Page Count: 604 pages
Published Date: 01 Oct 2011
Publisher: Springer
Publication Country: Dordrecht, Netherlands
Language: English
ISBN: 9789401072274
Download Link: Computer Simulation in Materials Science Nano Meso Macroscopic Space & Time Scales
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This volume collects the contributions to the NATO Advanced Study Institute (ASI); "Computer Simulation in Materials Science -NanolMesolMacroscopic Space and Time Scales", held on lIe d'OIeron (France) June 6-16, 1995.1his event was intended to present the state of the art in simulation techniques in Materials Science. For decades to come the limits of computing power will not allow for atomistic simulations of macroscopic specimens. Simulations can only be performed on various scales (nano, meso, micro, macro) with the constitutive input provided by simulations (or data) on the next smaller scale. The resulting hierarchy has been the main topic of many of lectures and seminars. Necessarily, special emphasis was placed on mesoscopic simulations bridging the gaps between nano (atomic) and micro space and time scales. During the ASI, lecturers and participants did not only consider fundamental problems, but also applications. Papers on the evolution of morphological patterns in phase transformations and plastic deformation, irradiation effects, mass transport and mechanical properties of materials in general, highlighted what has already been achieved. It was concluded that computer simulations must be based on realistic and efficient models, the fundamental equations controlling the dynamical evolution of microstructures, stochastic field kinetic models being a case in point.
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