Solids state physics: an introduction to theory created by Joginder Singh Galsin
Material type:
- text
- unmediated
- volume
- 9780128171035
Item type | Current library | Call number | Copy number | Status | Date due | Barcode | |
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Zvishavane Library Open Shelf | QC176.G2585 SOL (Browse shelf(Opens below)) | 150172 | Available | BK136139 |
Includes bibliographical references and index.
Chapter1 Crystal structure of solids, 2 - Crystal structure in reciprocal space, 3 - Approximations in the study of solids, 4 - Bonding in solids, 5 - Elastic properties of solids, 6 - Lattice vibrations - 1, 7 Lattice vibrations - 2, 8 - Specific heat soils, 9 - Free - electron theory of metals, 10 - Electrons in electric and magnetic fields, 11 -Transport phenomena, 12 - Energy bands in crystalline solids, 13 - The fermi surfaces, 14 - Semiconductors, 15 - Dielectic properties of nonconducting solids, 16 - Ferroelectric solids, 17 - Optical properties of solids, 18 - Magnetism, 19 - Ferromagnetism, 20 - Antiferromagnetism and ferri magnetism, 21 - Magnetic resonance, 22 - Superconductivity, 23 - Defects in crystalline solids, 24 - Amorphous solids and liquid crystals, 25 - Physics of nanomaterials.
Solid State Physics: An Introduction to Theory presents an intermediate quantum approach to the properties of solids. Through this lens, the text explores different properties, such as lattice, electronic, elastic, thermal, dielectric, magnetic, semiconducting, superconducting and optical and transport properties, along with the structure of crystalline solids. The work presents the general theory for most of the properties of crystalline solids, along with the results for one-, two- and three-dimensional solids in particular cases. It also includes a brief description of emerging topics, such as the quantum hall effect and high superconductivity.
Building from fundamental principles and requiring only a minimal mathematical background, the book includes illustrative images and solved problems in all chapters to support student understanding.
Provides an introduction to recent topics, such as the quantum hall effect, high-superconductivity and nanomaterials
Utilizes the Dirac' notation to highlight the physics contained in the mathematics in an appropriate and succinct manner
Includes many figures and solved problems throughout all chapters to provide a deeper understanding for students
Offers topics of particular interest to engineering students, such as elasticity in solids, dislocations, polymers, point defects and nanomaterials
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