Computational Materials Science - 1st Edition - ISBN: 9780124201439, 9780124202078

Computational Materials Science

1st Edition

Surfaces, Interfaces, Crystallization

Authors: A.M. Ovrutsky A. S Prokhoda M.S. Rasshchupkyna
eBook ISBN: 9780124202078
Hardcover ISBN: 9780124201439
Imprint: Elsevier
Published Date: 1st November 2013
Page Count: 388
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Computational Materials Science provides the theoretical basis necessary for understanding atomic surface phenomena and processes of phase transitions, especially crystallization, is given. The most important information concerning computer simulation by different methods and simulation techniques for modeling of physical systems is also presented. A number of results are discussed regarding modern studies of surface processes during crystallization. There is sufficiently full information on experiments, theory, and simulations concerning the surface roughening transition, kinetic roughening, nucleation kinetics, stability of crystal shapes, thin film formation, imperfect structure of small crystals, size dependent growth velocity, distribution coefficient at growth from alloy melts, superstructure ordering in the intermetallic compound.

Computational experiments described in the last chapter allow visualization of the course of many processes and better understanding of many key problems in Materials Science. There is a set of practical steps concerning computational procedures presented. Open access to executable files in the book make it possible for everyone to understand better phenomena and processes described in the book.

Key Features

  • Valuable reference book, but also helpful as a supplement to courses
  • Computer programs available to supplement examples
  • Presents several new methods of computational materials science and clearly summarizes previous methods and results

Table of Contents



1. Computer Modeling of Physical Phenomena and Processes

1.1 Application of Computers in Physics

1.2 Determination of Statistical Characteristics of Systems by the MC Method

1.3 The MD Method and Its Application


2. Basic Concepts of Theory of Phase Transformations

2.1 The Method of Thermodynamic Functions

2.2 Thermodynamic Functions of One-Component Systems

2.3 Conditions of Equilibrium in the Thermodynamic System

2.4 Equilibrium Conditions for Multiphase Systems

2.5 Different Types of Phase Transformations

2.6 Influence of the Interfacial Tension on Crystallization of Liquids

2.7 Phenomena Connected with Formation of Solutions


3. Diffusion Problems of Crystal Growth: Methods of Numerical Solutions

3.1 Differential Equations for the Heat and Mass Transport Processes

3.2 Boundary Value Problems

3.3 Analytical Solutions of Heat and Mass Transport Problems for Crystal Growth

3.4 Numerical Solutions for the Heat and Mass Transport Problems


4. Structure of the Boundary Surfaces

4.1 Surface Phenomena

4.2 The Major Discoveries Contributing to the Development of Surface Science

4.3 On the Experimental Research Techniques of Surfaces

4.4 Features of the Surface Phase Transitions

4.5 Reconstruction

4.6 Transition from an Atomically Smooth to an Atomically Rough Surface Structure

4.7 Surface Melting


5. Adsorption. The Gibbs Adsorption Equation

5.1 Adsorption on Solid Surfaces

5.2 The Gibbs Adsorption Equation


6. Simulation Techniques for Atomic Systems

6.1 Nonclassical Potentials of Atomic Interaction

6.2 Finding the Equilibrium Structures by the MC Method and Their Analysis

6.3 Kinetic MC Modeli


No. of pages:
© Elsevier 2014
eBook ISBN:
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About the Author

A.M. Ovrutsky

Affiliations and Expertise

Oles Gonchar Dnipropetrovs’k National University, Ukraine

A. S Prokhoda

Affiliations and Expertise

Oles Gonchar Dnipropetrovs’k National University, Ukraine

M.S. Rasshchupkyna

Affiliations and Expertise

Max Planck Institute for Intelligent Systems, Germany


"This book is an excellent summary of principles of computational modeling of physical phenomena in materials science, especially in surfaces, interfaces, and crystallization."--MRS Bulletin,November 2014

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