MArk Claire ATM chem Flashcards
Layers of the Atmosphere:
– Atmospheric Boundary Layer – Troposphere – Stratosphere – Mesosphere – Thermosphere
Layer Separations:
• Layers separated by:
– Tropopause
– Stratopause
– Mesopause
‘Mixing ratio’
gas density divided by the total density, reported as %, ppm, ppb etc.
Equation for energy
E=hv
E = Energy ; h is a constant (Planck’s constant)
Energy is proportional to frequency
Equation for frequency
v = c/λ
v = frequency ; c is a constant (speed of light)
λ is wavelength.
Energy
inversely proportional to wavelength
breaking of O3
O3 + hν →O+O2
O3 has a bond energy of ~450 kJ
mol-1
so can break if λ < 290 nm
(Breaking chemical bonds requires energy: • Sunlight has energy • If sufficient energy is deposited in the bond, then it will break)
Photolysis
depends on:
- Wavelength of Absorbed light
- Temperature
- Pressure
(often called the initiators of the atmospheric photochemistry reactions)
how would you work out the change in concentration of O in these two reactions?
O3 + hν→O + O2
O+ HO2→OH + O2
reaction 1 has reaction rate = j1
reaction2 reaction rate= k1
Total change in O concentration is:
Δ[O] = PRODUCTION - LOSS
Δ[O] = j1[O3 ] - k1[O][HO2 ]
What make sup the photochemical reaction rate constant? (j1)
- what photons are available
(actinic flux) - How do the photons interact
(absorption cross section)
(number of photons absorbed by the molecule at a particular wavelength TIMES the density of photons in the atmosphere at a particular wavelength)
Absorption cross section, σ1 *Spectral actinic flux, I:
J1(λ,z)= σ 1(λ) × I(λ,z)
Over all wavelengths:
j1(z) =Σσ A(λ) × I(λ,z) Δλ
Actinic flux=
flux at a given height
Absorption cross section
How strongly a molecule absorbs as a function of wavelength #(cm2/per molecule
Absorption of light depends on:
the concentration of the gas, N ,
its absorption cross section,
σ, &
the path length,ℓ, through the gas
Beer Lambert Law:
I(ℓ) = I0 e(−σNℓ)
Optical Depth
σNℓ = “optical depth” = τ
unit less measure of absorbance and is wavelength dependent
τ(λ)»_space; 1 implies complete absorption of that
wavelength in a column of gas
Column density
term used for the total amount of gas in a vertical column collapsed into an effective area
ΣN × Δℓ ≅ Nℓ , units molecules/cm2
At 250 nm, the O3 cross-section is 10-17 cm2.
The modern O3 column density is measured as
8.1x1018 cm-2, what is the optical depth of O3 at 250
nm?
τ = 8.1x1018 x 10-17 = 81