ce 260 2013- lecture 22- air quality

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  • 7/30/2019 CE 260 2013- Lecture 22- Air Quality.

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    Lecture 22

    Air quality.

    Civ. Env. 260: Fundamentals ofEnvironmental Engineering

    Nazaroff Ch. 8

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    Plumes from smokestacks, clouds and volcanoes

    http://www.ics.uci.edu/~eppstein/pix/josh2/SmokestackCloud.ht

    m

    Prunerov power station in the Czech Republichttp://www.wired.com/wiredscience/2010/04/climate-desk-exxon-lawsuit/

    Cleveland Volcano, Chuginadak Island, Alaska

    http://www.earthmountainview.com/volcanos.html Popocatepetl volcano, Mexico (AP photo)

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    Plumes from smokestacks, clouds and volcanoes

    http://www.dailymail.co.uk/news/article-563975/Amazing-pictures-The-lightning-storm-engulfed-erupting-volcano.html

    Chaiten Volcano in southern Chile

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    Plumes from smokestacks, clouds and volcanoes

    Redoubt Volcano, Alaska

    http://www.skimountaineer.com/ROF/ROF.php?name=Redoubt

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    Typical plume shapes

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    Typical plume shapes

    http://oceanworld.tamu.edu/resources/oceanography-book/atmosphere.html

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    Acid rains...

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    Acid rains...

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    Acid rains...

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    Acid rains...

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    Air temperature profiles

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    Temperature

    inversions

    http://www.xweather.org/temperature-inversionhttp://earthsci.org/education/teacher/basicgeol/air_pollution/air_polution.html

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    Effects of temperature inversions in LA

    and Phoenix

    http://oceanworld.tamu.edu/resources/oceanography-book/atmosphere.htmlhttp://www.nebraskaweatherphotos.org/Phoenix2009.html

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    http://www.anatreptic.com/archives/outdoors/

    http://www.flickr.com/photos/fundance/2763357733/

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    Inversion and (photochemical) smog...

    O2

    + N2

    NOx

    NOx + VOC + light O3

    Causes severe respiratory issues.

    Combined with particultates, increased severity

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    Plume transport models

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    Gaussian plume modeling

    Where;

    x = along-wind coordinate measured in wind direction from the source (longitudinal)

    y = cross-wind coordinate direction (transverse)

    z = vertical coordinate measured from the ground (vertical)

    C(x,y,z) = mean concentration of diffusing substance at a point (x,y,z) [kg/m3]Dx,Dy,Dz = Diffusion coefficients in the x, y, and z directions[m2/s]

    U = mean wind velocity along the x-axis [m/s]

    Time rate of change and advection of the cloud by the mean wind

    Turbulent diffusion of material relative to the center of the pollutant cloud.

    ( the cloud will expand over time due to these terms.)

    ( )

    ( ) ( ) ( )

    +

    +

    =

    +

    z

    CD

    zy

    CD

    yx

    CD

    xCU

    xt

    Czyx

    ( )x

    CU

    t

    C

    +

    ( ).,etc

    x

    DxC

    x

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    Where M is the strength of the emission source, mass emitted per unit time

    Gaussian plume modeling

    Steady-state solution

    ( )

    +=

    x

    U

    Dz

    z

    Dy

    y

    DzDyx

    MzyxC

    4exp

    4),,(

    22

    2/1

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    Plume Boundary

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    The lateral and vertical dispersion coefficients depend on the downwinddistance and the atmospheric stability class. These coefficients can be obtained

    using Pasquill-Gifford-Turner estimates using the equations below

    where has units of m.

    s = an integer [1-6] representing the atmospheric stability

    kx,x = empirical constants, values for each of the stability class defined in Green et al. (1960)

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    Surface windspeed at 10 m(m/s)

    Day Night

    Incoming Solar radiation Cloud Cover

    Strong Moderate Slight Thinly Overcast Mostly Cloudy

    < 2 A (s = 1) A-B B (s = 2)

    2-3 A-B B C (s = 3) E (s = 5) F (s = 6)

    3-5 B B-C C D E

    5-6 C C-D D (s = 4) D D

    >6 C D D D D

    Constants a,b,c,ddepend on Pasquill Stability categories defined by Turner (1995)

    Atmospheric stability classes

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    Superposition mirror solutions

    for releases near the ground

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    Where;

    C(x,y,z) = mean concentration of diffusing substance at a point (x,y,z) [kg/m3]x = downwind distance [m],

    y = crosswind distance [m],z = vertical distance above ground [m],Q = contaminant emission rate [mass/s],

    = lateral dispersion coefficient function [m],= vertical dispersion coefficient function [m],

    U = mean wind velocity in downwind direction [m/s],

    H = effective stack height [m].

    Steady state with stack height H

    ( ) ( )

    ++

    =

    2

    2

    2

    2

    2

    2

    2exp

    2exp

    2exp

    2),,(

    zzyzy

    HzHzy

    U

    MzyxC

    y

    z

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    Equivalent to source of 2M since the inability to transport across the boundarycauses concentrations to be twice what they would be without the boundary.

    To get ground-level concentration, solve for z = 0

    = 2

    2

    2

    2

    2exp

    2exp

    22),,(

    zyzy

    HyUMzyxC

    ==2

    2

    2

    2

    2exp

    2exp)0,,(

    zyzy

    Hy

    U

    MzyxC

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    Indoor contamination:CSTR approach for modeling.

    Sorption and dead zones :