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quantitysymbolreferenced inequation
length, l
level width, Γ Math - mathlevel width, Γ Γ
lifetime of luminescence
lifetime, τ Math - mathlifetime, τ τ
lifetime, τ c t = τ = c t = 0 e
lifetime, τ τ = 1 k = 1 ∑ i k i
lifetime, τ τ 1/2 = ln 2 τ
Math - mathStern–Volmer kinetic relationshipsτ 0
linear strain, ɛ, e Math - mathlinear strain, ɛ, e ɛ
Math - mathlinear strain, ɛ, e e
local efficiency of atomization, ɛ a in flame spectrometryMath - mathlocal efficiency of atomization, ɛ a in flame spectrometryɛ a
Math - applylocal efficiency of atomization, ɛ a in flame spectrometryɛ a = ɛ n χ s χ v χ a
local efficiency of atomization, ɛ a in flame spectrometryq v ɛ a
local fraction atomized, χ a, β a in flame emission and absorption spectrometryMath - mathlocal fraction atomized, χ a, β a in flame emission and absorption spectrometryχ a
Math - mathlocal fraction atomized, χ a, β a in flame emission and absorption spectrometryβ a
local fraction desolvated, χ s, β s in flame emission and absorption spectrometryMath - mathlocal fraction desolvated, χ s, β s in flame emission and absorption spectrometryχ s
Math - mathlocal fraction desolvated, χ s, β s in flame emission and absorption spectrometryβ s
local fraction volatilized, χ v, β v in flame emission and absorption spectrometryMath - mathlocal fraction volatilized, χ v, β v in flame emission and absorption spectrometryχ v
local fraction volatilized, χ v, β v in flame emission and absorption spectrometryχ v
Math - mathlocal fraction volatilized, χ v, β v in flame emission and absorption spectrometryβ v
luminance
luminous intensity I v Math - mathluminous intensity I v I v