thin-films

Layer 1 — Physics24 concepts in this subtree

Thin-film physics — condensed-matter sub-discipline covering the formation, structure, optical / electronic properties, and applications of films with thickness ≲ 1 µm (and usually ≪ optical wavelength). Foundations: (1) Film growth modes…

Film growth modes: Frank-van-der-Merwe / Volmer-Weber / Stranski-Krastanov
Thin-film interference: 2·n_f·d·cos(θ) = m·λ (constructive)
Epitaxial misfit strain: ε = (a_f - a_s)/a_s; critical thickness
Fresnel constructive thickness: d(θ=0)=λ/(2n_f); d(θ=π/3)=λ/n_f
Sheet resistance R_s = ρ/t; R_s(2t) = R_s(t)/2
Misfit-strain anchor: a_f = 51/50·a_s ⇒ ε = 1/50
Fresnel reflection at normal incidence r = (n_1 - n_2)/(n_1 + n_2); Mobius linear-fractional
Brewster angle: tan(theta_B) = n_2/n_1; r_p(theta_B) = 0 by IVT
Anti-reflection quarter-wave coating n_AR = sqrt(n_1 n_2); geometric-mean condition
Theorem: R (n_1 + n_2)^2 - (n_1 - n_2)^2 = 0 (Fresnel normal-incidence intensity identity)
Theorem: n_1 sin(theta_B) - n_2 cos(theta_B) = 0 at tan(theta_B) = n_2/n_1
Theorem: n_AR^2 - n_1 n_2 = 0 (AR geometric-mean identity)
KMC growth (Voter)
ALD (Suntola 1977)
Sputtering (Thornton 1974)
Stoney (1909)
Frank-van der Merwe (1949)
Thin-film PV
Stoney equation (1909)
Epitaxy (Frank-van der Merwe 1949)
ALD (Suntola 1977)
KMC growth (Vlachos 1995)
Sputter (Grove 1852)
CdTe / CIGS (Britt-Ferekides 1993)
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