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Crystalline solid state physics : an interactive guide / Meng Lee Leek.
- Format:
- Book
- Author/Creator:
- Leek, Meng Lee, author.
- Series:
- IOP Ebooks Series
- Language:
- English
- Subjects (All):
- Crystals.
- Solid state physics.
- Physical Description:
- 1 online resource (247 pages)
- Edition:
- First edition.
- Place of Publication:
- Bristol, England : IOP Publishing, [2023]
- Summary:
- This book covers the standard scope of a basic condensed matter course with two unique features to aid students: 1) explicit calculational details are provided and; 2) animations are interspersed throughout the book to aid the visualization of more abstract concepts.
- Contents:
- Intro
- About the author
- Meng Lee Leek
- Chapter Crystal fundamentals
- 1.1 Crystal structures
- 1.1.1 Eleven basic definitions
- 1.1.2 Concepts and examples illustrated by 2D crystals
- 1.1.3 Concepts and examples illustrated by 3D crystals
- 1.1.4 A standard library of 3D structures
- 1.2 Wave diffraction and the reciprocal lattice
- 1.2.1 X-ray diffraction of crystals
- 1.2.2 Reciprocal space (the full story)
- 1.3 Crystal binding
- 1.3.1 Inert/rare-gas solids
- 1.3.2 Ionic crystals
- 1.3.3 Covalent crystals
- 1.3.4 Metals
- 1.4 Exercises
- 1.4.1 Question: the Wigner-Seitz primitive cell
- 1.4.2 Question: Miller indices for planes in 2D
- 1.4.3 Question: 3D directions
- 1.4.4 Question: reciprocal space primitive translation vectors
- 1.4.5 Question: graphene as an example of a non-Bravais lattice
- 1.4.6 Question: hexagonal close packing
- 1.4.7 Question: the Ewald sphere
- 1.4.8 Question: the BCC geometrical structure factor
- 1.4.9 Question: the FCC geometrical structure factor
- 1.4.10 Question: the Fourier series of a periodic function
- 1.4.11 Question: the Lennard-Jones potential
- 1.4.12 Question: ionic bonding
- 1.4.13 Question: ionic bonding with a different model for repulsion
- 1.5 Appendix: discrete symmetry operations
- References
- Chapter Lattice vibrations and thermodynamics
- 2.1 Lattice vibrations
- 2.1.1 Harmonic approximation
- 2.1.2 1D chain (monoatomic basis)
- 2.1.3 A one-dimensional chain (diatomic basis)
- 2.1.4 Lattice vibrations in 3D
- 2.1.5 The quantum story of lattice vibrations: phonons
- 2.1.6 Interactions and scattering
- 2.2 Lattice thermodynamics
- 2.2.1 Experimental results for lattice heat capacity
- 2.2.2 An explanation of lattice heat capacity
- 2.2.3 Appendix: density of states (DOS) calculations.
- 2.2.4 Some topics in lattice thermodynamics that were excluded
- 2.3 Exercises
- 2.3.1 Question: the spring constant
- 2.3.2 Question: a 1D solid, monoatomic basis, 1D vibrations
- 2.3.3 Question: the photon dispersion relation
- 2.3.4 Question: 2D lattice thermodynamics
- Chapter Electronic properties
- 3.1 Free electron gas
- 3.1.1 Classical treatment: the Drude model
- 3.1.2 Quantum treatment: the Sommerfeld model
- 3.2 Electronic band theory
- 3.2.1 General properties of electrons in a periodic potential
- 3.2.2 Models for band structure calculations
- 3.2.3 Band theory properties and approximations
- 3.2.4 A brief mention of the measurement of band structures
- 3.3 Exercises
- 3.3.1 Question: the 3D Sommerfeld model
- 3.3.2 Question: the 2D Sommerfeld model
- 3.3.3 Question: sketching 2D bands in the empty lattice approximation
- 3.3.4 Question: the nearly free electron model in 2D
- 3.3.5 Question: the 1D tight-binding model
- 3.3.6 Question: comparing the tight-binding and nearly free electron models
- 3.3.7 Question: the Kronig-Penney model
- 3.3.8 Question: the tight-binding effective mass
- Chapter Basic semiconductor physics
- 4.1 Homogeneous semiconductors
- 4.1.1 Intrinsic semiconductors
- 4.1.2 Extrinsic semiconductors
- 4.2 Inhomogeneous semiconductors (towards devices)
- 4.2.1 The p-n junction or diode
- 4.3 Exercises
- 4.3.1 Question: dispersion at the bottom of the CB
- 4.3.2 Question: the exciton energy level
- 4.3.3 Question: intrinsic hole concentration in the VB
- 4.3.4 Question: some numbers to test
- 4.3.5 Question: impurity orbits in real space
- 4.3.6 Question: the internal electric field of a p-n junction
- 4.3.7 Question: the doping required for a tunnel diode
- Chapter Magnetism
- 5.1 Preparation
- 5.1.1 Basic concepts and quantities.
- 5.1.2 Overview and classification
- 5.1.3 The Bohr-van Leeuwen theorem
- 5.2 Diamagnetism
- 5.2.1 General: an atom in a magnetic field
- 5.2.2 Diamagnetism of core electrons: Larmor or Langevin diamagnetism
- 5.2.3 The diamagnetism of conduction electrons: Landau diamagnetism
- 5.3 Paramagnetism
- 5.3.1 Atomic paramagnetism: Curie or Langevin paramagnetism
- 5.3.2 The paramagnetism of conduction electrons: Pauli paramagnetism
- 5.3.3 Van Vleck paramagnetism
- 5.3.4 Isentropic demagnetisation or adiabatic demagnetisation
- 5.4 Collective magnetism
- 5.4.1 The direct exchange interaction
- 5.4.2 Ferromagnetic order
- 5.4.3 Antiferromagnetic and ferrimagnetic orders
- 5.5 Exercises
- 5.5.1 Question: a numerical comparison of diamagnetism and paramagnetism
- 5.5.2 Question: the exchange interaction is not a magnetic dipole-dipole interaction
- 5.5.3 Question: the corrected derivation of ferromagnetic spin waves
- 5.5.4 Question: the ground state of an antiferromagnet is a difficult problem
- 5.5.5 Question: the Weiss mean field theory for ferrimagnetism
- Chapter Solutions to the exercises
- 6.1 Solutions for exercise 1.4
- 6.1.1 Solution to question 1.4.1
- 6.1.2 Solution to question 1.4.2
- 6.1.3 Solution to question 1.4.3
- 6.1.4 Solution to question 1.4.4
- 6.1.5 Solution to question 1.4.5
- 6.1.6 Solution to question 1.4.6
- 6.1.7 Solution to question 1.4.7
- 6.1.8 Solution to question 1.4.8
- 6.1.9 Solution to question 1.4.9
- 6.1.10 Solution to question 1.4.10
- 6.1.11 Solution to question 1.4.11
- 6.1.12 Solution to question 1.4.12
- 6.1.13 Solution to question 1.4.13
- 6.2 Solutions for exercise 2.3
- 6.2.1 Solution to question 2.3.1
- 6.2.2 Solution to question 2.3.2
- 6.2.3 Solution to question 2.3.3
- 6.2.4 Solution to question 2.3.4
- 6.3 Solutions for exercise 3.3.
- 6.3.1 Solution to question 3.3.1
- 6.3.2 Solution to question 3.3.2
- 6.3.3 Solution to question 3.3.3
- 6.3.4 Solution to question 3.3.4
- 6.3.5 Solution to question 3.3.5
- 6.3.6 Solution to question 3.3.6
- 6.3.7 Solution to question 3.3.7
- 6.3.8 Solution to question 3.3.8
- 6.4 Solutions for exercise 4.3
- 6.4.1 Solution to question 4.3.1
- 6.4.2 Solution to question 4.3.2
- 6.4.3 Solution to question 4.3.3
- 6.4.4 Solution to question 4.3.4
- 6.4.5 Solution to question 4.3.5
- 6.4.6 Solution to question 4.3.6
- 6.4.7 Solution to question 4.3.7
- 6.5 Solutions for exercise 5.5
- 6.5.1 Solution to question 5.5.1
- 6.5.2 Solution to question 5.5.2
- 6.5.3 Solution to question 5.5.3
- 6.5.4 Solution to question 5.5.4
- 6.5.5 Solution to question 5.5.
- Reference.
- Notes:
- Description based on publisher supplied metadata and other sources.
- Description based on print version record.
- Includes bibliographical references.
- ISBN:
- 9780750352192
- 0750352191
- OCLC:
- 1416752890
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