From Last Lecture
- Photosynthesis
- N(CO2 + sunlight à(H2CO)n + nO2(day)
- O2 + H2CO à CO2 + H2O(night)"burning" (energy release)
- Death/burial oc C à O2 remains in atmosphere
- N(CO2 + sunlight à(H2CO)n + nO2(day)
- Summary
- Most of the carbon is in sedimentary rocks so that the CO2 – N2 **
- Carbon budget(arb units)
- Biosphere:
- Marine: 1
- Non-marine: 1
- Marine: 1
- Atmosphere: 70
- Ocean – dissolved : 4000
- Fossil fuels : 800
- Shales: 800 000
- Carbonate Rocks: 2 000 000
- Pressure and density
- In talking of the atmosphere in a quantitative fashion we need to be concerned about certain fundamentals
- Pressure, P, of a gas
- Force/area = Newtons/m2 = Pascal(Pa)
- Two ( at least) views
- Microscopic or macroscopic
- Microscopic or kinetic
- Collisions and rate of change of momentum
- Collisions and rate of change of momentum
- Macroscopic
- The barometer, 1644
- The barometer, 1644
- Column of mercury balances air pressure
- Pressure
- =weight of air / area
- = mass / m2
- note that as we ascend there is lenss air so that pressure decreases with altitude
- surface pressure at MSL (mean sea level)
- 101.32 kPa
- =1013.2 mb (millibars)
- =760 mm Hg = .76 metres Hg
- =29.2 inches Hg
- =32 feet of water approx 10 meters of water
- Mass of air over 1 m2 = P/g ~ 105/10
- = 104 kg = 10 tonnes / m2
- = 104 kg = 10 tonnes / m2
- *1mb = 100 Pa = 1hPa
- Back to origins
- If oceans evaporated, what would the pressure be?
- The weight of column of water – per square meter
- Mass of water over 1 m2
- Density * volume =
- 103kg/m3 x 3.2*103 m*1m2
- =3.5 * 106 kg/m2
- 103kg/m3 x 3.2*103 m*1m2
- Weight = mass *g
- ~ 3.5 * 107 Pa = 350 atm
- ~ 3.5 * 107 Pa = 350 atm
- If oceans evaporated, what would the pressure be?
- 101.32 kPa
- =weight of air / area
- Microscopic or macroscopic
- In talking of the atmosphere in a quantitative fashion we need to be concerned about certain fundamentals
- Most of the carbon is in sedimentary rocks so that the CO2 – N2 **
- Pressure of gas = force per unit area (Pa)
- Boyles law, P∞ 1/v
- T constant
- V volume
- T constant
- Charles Law V∞ T
- P constant
- P constant
- Combine as perfect gas law (PGL) or equation of state
- P pRT
- R = R*/M(gas constant)
- R* = 8.314*x103 J/K/kmole (universal gas constant
- M = kg molecular weight
- T = temperature in degrees Kelvin = 273.16+ T(°C)
- P pRT
- Density at MSL p = P/RT
- M = kg molecular weight = 29 kg/kmole
- R = R*/M
- R*/29kg/ kmole = 287 J/K/kg
- T = 27°C = 300K
- P = P/RT = 105/(287*300)
- ~1.2 kg/m3
- M = kg molecular weight = 29 kg/kmole
- Vertical Structure
- Vertical variation (Z) of pressure in the atmosphere
- (get diagram from website)
- Stationary cylinder
- Cross sectional area, A
- Density, p(kg/M3)
- Cross sectional area, A
- Weight of cylinder downwards is balanced by net upward pressure force
- Mass of cylinder = volume * density
- DZ * Axp
- DZ * Axp
- Force balance (upwards)
- (P + dP) * A + P * A – dZ*A*p*g = 0
- (P + dP) * A + P * A – dZ*A*p*g = 0
- Simplify
- dP/dZ = -pg – Hydrostatic Law
- dP/dZ = -pg – Hydrostatic Law
- H = RT/g(m) = 8km
- P(0) = 1.013*102kPa
- P(0) = 1.2 kg/m3
- P(Z) = p(0) * exp(-z/h)
- p(Z) = p(0) * exp(-z/h)
- Vertical variation (Z) of pressure in the atmosphere
- the higher you go upwards the less pressure in the atmosphere
- https://horsehead.ccs.yorku.ca/moodle/login/index.php
- Mean free path(λ) (the average distance between molecules calculating a distance a molecule can travel before it collides with another
- Q*N* λ = 1
- Q – cross section (m2)
- Number density, N (molec m-3)
- Surface, λ = .3 чm
- 300 km, λ = 100km (satellite drag)
- Q*N* λ = 1
- Vertical variation of pressure – ocean
- Equation of state p = p0*z (z<0), ie P increases linearly with depth
- P doubles in z = 10 meteres, ie P(0) = p0*g*z
- Equation of state p = p0*z (z<0), ie P increases linearly with depth
- Vertical temperature Structure
- In the stratosphere/ thermosphere temperature increases with height
- In the troposphere/mesosphere it decreases
- In order
- Troposphere
- Stratosphere
- Mesosphere
- Thermosphere
- Troposphere
- Temperature structure
- Troposphere: 0-10/16km tropopause
- Stratosphere: tropopause – 50km
- Mesosphere: stratopause – 85km
- Thermosphere: mesopause – 300km
- Exosphere: above 300km "collisionless"
- Troposphere: 0-10/16km tropopause
- Lapse rate
- ***
- Homosphere
- Most "inert" species are well mixed
- Most "inert" species are well mixed
- Heterosphere
- Species are in diffusive equilibrium i.e for each species there is a hydrostatic law
- Species are in diffusive equilibrium i.e for each species there is a hydrostatic law
- Ionosphere
- Atmosphere is ionized by EUV
- Atmosphere is ionized by EUV
- In the stratosphere/ thermosphere temperature increases with height
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