NPTEL Syllabus - Computational Approach to Materials Science and ...
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NPTEL Syllabus - Computational Approach to Materials Science and ...
To take a computational approach to concepts in materials science and engineering. COURSE DETAIL. Part I -- Preliminaries. Module 1: Introduction. (I hour).
NPTEL Syllabus
Computational Approach to Materials Science and Engineering - Web course COURSE OUTLINE To take a computational approach to concepts in materials science and engineering
NPTEL http://nptel.iitm.ac.in
COURSE DETAIL
Metallurgy and Material Science
Part I -- Preliminaries
Module 1: Introduction
(I hour) Pre-requisites: Exposure to Introductory engineering mathematics, introductory materials science and introductory programming courses is preferred.
Part II -- Tools of the trade: a short tutorial introduction
Module 1: The C programming language
(3 hours)
Module 2: gnuplot – the plotting freeware
(2 hours)
Additional Reading: Given in each chapter Hyperlinks:
Module 3: GNU Octave for computations and plotting
(3 hours)
Module 4: Scilab: the scientific computation package
(2 hours)
Coordinators:
Module 5: Some miscallaneous freeware
(4 hours)
Dr. M.P. Gururajan Department of Metallurgical Engineering and Materials ScienceIIT Bombay
Dr. Prita Pant Department of Metallurgical Engineering and Materials ScienceIIT Bombay Part III -- Dealing with data
Module 1: Plotting
(2 hours)
Module 2: Fitting
(3 hours)
Module 3: Interpolation
(3 hours)
Module 4: Numerical integration
(3 hours)
Module 5: Numerical differentiation
(3 hours)
Part IV – Structure, Thermodynamics and Phase Transformations
Module 1: Structure and defects
(3 hours)
Module 2: Regular solution model
(2 hours)
Module 3: Diffusion and precipitate growth kinetics
(4 hours)
Module 4: Spinodal decomposition
(4 hours)
Module 5: Ordering
(2 hours)
Module 6: Molecular dynamics simulations
(optional – 5 hours)
Module 7: Monte Carlo simulations: phase separation and ordering
(optional – 5 hours)
Module 8: Solidification
(optional – 5 hours)
References: Materials Science and Engineering, V Raghavan, Prentice-Hall India, 2004 Advanced Engineering Mathematics, E Kreyzig, Wiley-India,1999 A joint venture by IISc and IITs, funded by MHRD, Govt of India