Here electron stay as according to the kinetic theory of ideal gases.
Konig-Penny model
STRUCTURAL PROPERTIES
Crystal structures & inter atomic bonding
Crystalline materials
Nota:
We can find three types of solids.
01)Crystals
02)Poly crystals
03)Amorphous
Here we consider the crystalline materials.
Lattices
Bravias Lattice
Nota:
We can find the Simple cubic,Face centered cubic,Body centered cubic forms of these lattices.
There are 14 Bravias Lattices which of seven crystal systems
2D
3D
cubic
Tetrogonal
Ortorhombic
Hexagonal
Trigonal
Monlinic
Triclinic
Non-Bravias lattices
Crystal planes & Miller Indices
Nota:
Miller indices are introduced as 1/h,1/k,1/l in the theories,which by the means h,k,l are the planes of the crystal
Reciprocal Space & Reciprocal Lattice
Importance of solid state matter
Nota:
Of course it is an practical incident explaining part of science,physics in nature.
Crystal structures
Diamond
NaCl
Crystal symmetry
Nota:
We can find several symmetries of the crystals like horizontal,vertical,diagonal & etc
This can be shown by the experiments used in the optics lab.All the
2dSinQ=L gives the relationship of the interferences.Inteferences are of
constructive & destructive
Neutron Diffraction
Electron Diffraction
Applications of X-ray Diffraction
Experimental methods of X- ray Diffraction
Thermal properties of Solids
Debye theory
Einstein's theory
classical theory
Lattice vibrations & Phonons
Nota:
Phonons are vibrational energy packets
Model Inter - Atomic potential
Nota:
Inter - atomic potential consist of the attractive & the repulsive energy of a molecule.
It is inversely proportional to the certain power of the distance between the atoms contributing to the bond
Cohesive energy crystal
Nota:
Cohesive energy is the binding energy or the energy difference of free atoms & the energy of the molecule made by the free atoms
Cohesive energy for Vander-Waals solids
Bonding in Solids
Nota:
Bondings are ionic,co-valent,metalic,Vander-Waals or else London,Hydrogen & etc.