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Introduction to computational materials science : fundamentals to applications / Richard LeSar

By: Material type: TextTextPublication details: Cambridge : Cambridge University Press, 2013Description: xiii, 414 p. : ill. ; 25 cmISBN:
  • 9780521845878 (hardback)
Subject(s):
Contents:
1. Materials modelling and simulation -- Part I. Some Basics: 2. The random walk model -- 3. Simulation of finite systems -- Part II. Atoms and Molecules: 4. Electronic structure methods -- 5. Interatomic potentials -- 6. Molecular dynamics -- 7. The Monte Carlo method -- 8. Molecular and macromolecular systems -- Part III. Mesoscopic Methods -- 9. Kinetic Monte Carlo -- 10. Monte Carlo methods at the mesoscale -- 11. Cellular automata -- 12. Phase-field methods -- 13. Mesoscale dynamics -- Part IV. Some Final Words -- 14. Materials selection and design -- Part V. Appendices: A. Energy units -- B. Introduction to materials -- C. Mathematical background -- D. Classical mechanics -- E. Electrostatics -- F. Quantum mechanics -- G. Statistical thermodynamics and kinetics -- H. Linear elasticity -- I. Introduction to computation
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Holdings
Item type Current library Call number Copy number Status Date due Barcode
Open Shelf Open Shelf UMPLIB GAMBANG TA404.23 .L47 2013 (Browse shelf(Opens below)) 1 Available 0000087238

Includes bibliographical references and index

1. Materials modelling and simulation -- Part I. Some Basics: 2. The random walk model -- 3. Simulation of finite systems -- Part II. Atoms and Molecules: 4. Electronic structure methods -- 5. Interatomic potentials -- 6. Molecular dynamics -- 7. The Monte Carlo method -- 8. Molecular and macromolecular systems -- Part III. Mesoscopic Methods -- 9. Kinetic Monte Carlo -- 10. Monte Carlo methods at the mesoscale -- 11. Cellular automata -- 12. Phase-field methods -- 13. Mesoscale dynamics -- Part IV. Some Final Words -- 14. Materials selection and design -- Part V. Appendices: A. Energy units -- B. Introduction to materials -- C. Mathematical background -- D. Classical mechanics -- E. Electrostatics -- F. Quantum mechanics -- G. Statistical thermodynamics and kinetics -- H. Linear elasticity -- I. Introduction to computation

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