Solid State Physics
December 8, 2016
Categorised in: 1st Year Physics
(1) Current,
$$ I = neυ_dA $$
υ = velocity of electrons
n = carrier concentration
(2) Fermi Dirac distribution,
$$ P(E_c) = {N}/{1+e^{({E_c-E_f}/{KT})}} $$
$P(E_c)$ = probability that an electron occupies energy $E_c$
(3) $ E_f={E_c + E_v}/{2} $
(4) $I_E = I_B + I_C$
(5) Current density,
J = I/A
(6) Hall voltage,
$$ V_H = {1}/{ne} . {BID}/{A} = {BJd}/{ne} $$
Charge density, ρ = n e
Area, A = d W
where, W = Width of specimen in the direction of magnetic field
$$ V_H = {BI)/{ρW} $$
(7) Hall Coefficient,
$$ R_H = 1/{ne} = 1/ρ $$
(8) Hall angle,
$$ Ɵ_H = tan^{-1} (μB) $$
(9) Mobility of carrier,
$$ μ = R_H σ $$
Pratik Kataria is currently learning Springboot and Hibernate.
Technologies known and worked on: C/C++, Java, Python, JavaScript, HTML, CSS, WordPress, Angular, Ionic, MongoDB, SQL and Android.
Softwares known and worked on: Adobe Photoshop, Adobe Illustrator and Adobe After Effects.