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Session 2, Unit 3 Atmospheric Thermodynamics
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Ideal Gas Law Various forms
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Hydrostatic Equation Air density change with atmospheric pressure
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First Law of Thermodynamics
For a body of unit mass dq=Differential increment of heat added to the body dw=Differential element of work done by the body du=Differential increase in internal energy of the body
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Heat Capacity At constant volume At constant pressure
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Heat Capacity Relationships
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Concept of an Air Parcel
An air parcel of infinitesimal dimensions that is assumed to be Thermally insulated – adiabatic Same pressure as the environmental air at the same level – in hydrostatic equilibrium Moving slowly – kinetic energy is a negligible fraction of its total energy
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Adiabatic Process Reversible adiabatic process of air
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Lapse Rate Combine hydrostatic equation and ideal gas law
For adiabatic process
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Lapse Rate Therefore dT/dz is Dry Adiabatic Lapse Rate (DALR)
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Dry Adiabatic Lapse Rate
Dry adiabatic lapse rate (DALR) Or on a unit mass basis Or the expression in the textbook:
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Lapse Rate Effect of moisture Because
Wet adiabatic lapse rate < DALR (temperature decreases slower as air parcel rises) Condensation
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Lapse Rate Superadiabatic lapse rate (e.g., 12oC/km)
Subadiabatic lapse rate (e.g., 8oC/km) Atmospheric lapse rate Factors that change atmospheric temperature profile Standard atmosphere (lapse rate ~ 6.49 oC/km or 3.56 oF/1000 ft)
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Potential Temperature
Current state: T, P Adiabatically change to: To, Po Set Po = 1000 mb, To is potential temperature If an air parcel is subject to only adiabatic transformation, remains constant Potential temperature gradient
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Session 2, Unit 4 Turbulence and Mixing Air Pollution Climatology
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Atmospheric Turbulence
Turbulent flows – irregular, random, and cannot be accurately predicted Eddies (or swirls) – Macroscopic random fluctuations from the “average” flow Thermal eddies Convection Mechanical eddies Shear forces produced when air moves across a rough surface
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Lapse Rate and Stability
Neutral Stable Unstable
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Richardson Number and Stability
Stability parameter Richardson number Stable Neutral Unstable
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Stability Classification Schemes
Pasquill-Gifford Stability Classification Determined based on Surface wind Insolation Six classes: A through F Turner’s Stability Classification Wind speed Net radiation index Seven classes Feasible to computerize
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Inversions Definition Types Fumigation Radiation inversion
Evaporation inversion Advection inversion Frontal inversion Subsidence inversion Fumigation
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Planetary Boundary Layer
Turbulent layer created by a drag on atmosphere by the earth’s surface Also referred to as mixing height Inversion may determine mixing height
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Planetary Boundary Layer
Neutral conditions Mixing height Increased wind speed and surface roughness cause higher h.
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Planetary Boundary Layer
Unstable conditions Mixing height
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Planetary Boundary Layer
Stable conditions Mixing height
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Surface Layer Fluxes of momentum, heat, and moisture remain constant
About lower 10% of mixing layer
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Surface Layer Monin-Obukhov length
Monin-Obukhov length and stability classes
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Surface Layer Wind Structure
Neutral air
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Surface Layer Wind Structure
Unstable and stable air
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Friction Velocity Measurements of wind speed at multiple levels can be used to determine both u* and z0
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Power Law for Wind Profile
Wind profile power law Value of p
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Estimation of Monin-Obukhov Length
For unstable air For stable air Bulk Richardson Number
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Air Pollution Climatology
Meteorology vs. climatology Meteorological measurements and surveys Pollution potential -low level inversion frequency in US
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Air Pollution Climatology
Mean maximum mixing height determined by Morning temperature sounding Maximum daytime temperature DALR Stability wind rose
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