1st Edition

Physics of Magnetic Thin Films Theory and Simulation

By Hung T. Diep Copyright 2021
622 Pages 33 Color & 214 B/W Illustrations
by Jenny Stanford Publishing

622 Pages 33 Color & 214 B/W Illustrations
by Jenny Stanford Publishing

This book is for graduate students and researchers who wish to understand theoretical mechanisms lying behind macroscopic properties of magnetic thin films. It provides a detailed description of basic theoretical methods and techniques of simulation to help readers in their research projects.  The first part of the book contains 6 chapters. Chapters 1 to 5 focus on the fundamental theory... Read more
Spin - Origin of Magnetism.  Mean-Field Theory of Magnetic Materials.  Theory of Spin Waves.  Green’s Function Theory in Magnetism.  Theory of Phase Transitions and Critical Phenomena.  Monte Carlo Simulation: Principle and Implementation.  Exactly Solved Frustrated Models in Two Dimensions.  Spin-Wave Theory for Thin Films.  Frustrated Thin Films of Antiferromagnetic FCC Lattice.  Heisenberg Thin Films with Frustrated Surfaces.  Phase Transition in Helimagnetic Thin Films.  Helimagnetic Thin Films in a Field.  Spin Waves in Systems with Dzyaloshinskii-Moriya Interaction.  Skyrmions in Thin Films.  Skyrmions in Superlattices.  Thin Films and Criticality.  Spin Resistivity in Thin Films.  Solutions of Exercises and Problems.

Biography

Hung T. Diep is distinguished professor of physics at CY Cergy Paris University (formerly University of Cergy-Pontoise), France, since 1991. He obtained his doctorate in science at the University Paris Denis Diderot, France, in 1979. As a theorist, he worked on condensed matter physics and statistical physics focusing on phase transitions in frustrated spin systems, surface magnetism, and transport phenomena. He was also professor at University Paris Denis Diderot until 1991.

This book focuses on the theoretical mechanisms underlying the macroscopic properties of magnetic thin films. Within this context, the author succeeds in presenting basic theoretical methods (Green’s functions, spin waves and skyrmions theory, phase transitions, and second quantification) and techniques of simulation (Monte Carlo simulations) to help readers in their research projects. I highly recommend this book as the source for graduate students and researchers involved in this area of research. A set of exercises with solutions cover a wide range of difficulty.

Christian Brosseau, Optica Fellow and professor of physics, Université de Bretagne Occidentale, Brest, France