Solid State Physics-1 new notes free download

Solid State Physics-1 new notes free download
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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