SOLID State
General characteristics of solid State
- In solid State, the constituent particles are held Together by strong internuclear forces.
- These constituent particle poses very less thermal energy therefore they occupy fix position in a crystal. lattice but can oscillate on their mean position Therefore , They possess rigidity.
- Solids have definite shape and volume and they are incompressible.
Amorphous and crystalline solids
Crystalline solid Amorphous solid
- Solids can be classified as crystalline or amorphous on the basis of nature of order present in the arrangement of their constituent particles
Crystalline Solids
|
Amorphous Solids
|
Crystalline solids have definite and regular geometrical shapes.
|
Amorphous solids are highly irregular in shape.
|
They have a long range of orders, that's why called ordered or true solids.
|
They have a short range of order, that's why called disordered or pseudo solids or supercooled liquids.
|
They have a sharp melting point.
|
They do not have a sharp melting point.
|
Crystalline solids have definite heat of fusion.
|
Amorphous solids do not have definite heat of fusion.
|
Anisotropy
- Crystalline solids are anisotropic in nature that is some of their physical properties like electrical resistance or refractive index show different values when measured along different direction in same crystal
- Amorphous solids are isotropic in nature, it is because there is no long range order in them and arrangement is a regular there phone and a physical property would be same along any direction
$(x,y](x,y]\sim\sec\tan^{-1}\cot^{-1}\mu\sigma\alpha\pi\int\sin=\ln^{y^x}$(x,y](x,y]∼sectan−1cot−1μσαπ∫sin=lnyx
GAS LAWS
Boyle’s law
- At constant temperature, the pressure of a fixed amount (i.e., number of moles n) of gas varies inversely with its volume. This is known as Boyle’s law.
- If a fixed amount of gas at constant temperature T occupying volume V1 at pressure p1 undergoes expansion, so that volume becomes V2 and pressure becomes p2, then according to Boyle’s law :
- Experiments of Boyle, in a quantitative manner prove that gases are highly compressible.
- Also , With the help of Boyle’s Law , we determine that
- This shows that at a constant temperature, pressure is directly proportional to the density of a fixed mass of the gas.
Graphs-