Solid State Physics-1 new notes free download |
COURSE CONTENTS:
⮚ Crystalline solids:
Crystalline solids are those solids in which atoms
are arrange in order.
⮚ Crystalline solids have a
state of mind-energy.
⮚ Volume and dimension of an
atom?
⮚ Amorphous solids
⮚ Crystal:
An ideal crystal is made by a finite repetition of
identical groups of atoms, one such group is called the basis.
Crystal=Lattice+basis
⮚ Lattice
⮚ Unit cell
⮚ Lattice in two dimensions
⮚ Primitive Lattice
⮚ Seven crystals systems
⮚ Bravais Lattices
⮚ Symmetry
⮚ Reflection symmetry
⮚ Rotation symmetry
⮚ Inversion center
⮚ Packing Faction
⮚ Hexagonal Lattice
⮚ Hexagonal close-packed
structure
⮚ Minimum symmetry elements for
various crystals
⮚ The coordination number for Hcp
and Fcc
⮚ Indexing system in crystals
⮚ Directions
⮚ Ni, Nacl, and Call crystals
⮚ Diamond structure
⮚ Electron density function
⮚ X-rays
⮚ Braggs law
⮚ Diffraction of waves by the
crystals
⮚ Diffraction condition by
reciprocal lattice vectors
⮚ Laue equations
⮚ Ewald construction
⮚ Brillouin zone
⮚ Wigner-Seitz primitive cell
⮚ Structure factors
⮚ Atomic form factor
⮚ How type of binding in solid
in determined
⮚ Covalent bond
⮚ Hydrogen bond
⮚ Metallic bond
⮚ Ionic crystals
⮚ Madelung energy
⮚ Atomic and ionic crystal
radii
⮚ Cohesive energy
⮚ Lattice energy
⮚ Inert gas crystals
⮚ Phonons
⮚ Dispersion relation
⮚ Phase velocity and group velocity
⮚ Phonon modes
⮚ Phonon momentum
⮚ Heat capacity
⮚ The density of the static function
⮚ Debye model
⮚ Cutoff frequency
⮚ Important point
⮚ Thermal conductivity
⮚ Thermal resistivity and local thermal
equilibrium
⮚ Difference between Debye and Einstein
model
⮚ Debye T³ law
⮚ Fermi energy and degeneracy
⮚ Difference between Debye and Einstein
model
⮚ Electrical conductivity
⮚ Wiedman Franz law
⮚ Hall field
⮚ Residual resistivity
⮚ Origin of an energy gap
⮚ Bloch theorem
⮚ Bloch function
⮚ Number of orbitals in a band
⮚ Fermi surfaces
⮚ Periodic zone and reduced zone schemes
⮚ Scott key defect
⮚ Frenkel defect
⮚ Reasons for defects
⮚ Diffusion in crystals
⮚ Self-diffusion in metals
⮚ Color centers? How a Crystal maybe
colored?
⮚ F centers
⮚ FA centers
⮚ M centers and hole centers and R centers
⮚ Alloy
⮚ Order and disordered alloy
⮚ Metallic solid solutions
⮚ Substitutional solid solutions
⮚ Inertial solid solutions
⮚ Au-Cu system
⮚ Kondo effect
⮚ Exchange integral
⮚ Paramagnetism
⮚ G factor and bohar magneton
⮚ Curie law
⮚ Rare earth metal ions
⮚ Ion group ions
⮚ Crystal field
⮚ Cooling by isentropic demagnetization
⮚ Pauli's paramagnetism
⮚ Diamagnetic
⮚ Larmor theorem
⮚ Ferromagnetism
⮚ Exchange field mean field
⮚ Curie temperature
⮚ Magnons
⮚ Quantization of spin waves
⮚ Ferrimagnetic order
⮚ Ferromagnetic domains
⮚ Remanence and coercivity
⮚ Superparamagnetism
⮚ Nuclear magnetic resonance
⮚ Nuclear magnetization
⮚ Equations of motion
⮚ Superconductivity
⮚ Persistent current
⮚ Magnetic properties of a superconductor
⮚ Meissner effect
⮚ Energy gap
⮚ Type 1 and type 2 superconductors
⮚ Critical fields
⮚ Thermodynamics of superconducting
transition
⮚ London equation
⮚ Penetration depth
⮚ Coherence length
⮚ Activation barrier factor
⮚ Duration of persistent current
⮚ Instability of the Fermi Sea and cooper pairs
⮚ Flux quantization in a superconducting ring
⮚ Dielectric function of the electron gas
⮚ Plasma
⮚ Various contribution of polarizability
⮚ Frequency dependence of dielectric
responses
⮚ Polarizability
⮚ Ferroic materials
⮚ Piezoelectricity
⮚ Piroelectricity
⮚ Ferroelectricity
⮚ Piezoelectric materials
⮚ Ferroelectric Materials
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