07 Moist Processes

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    Moist Processes

    ENVI1400: Lecture 7

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    ENVI 1400 : Meteorology and Forecasting 2

    Water in the Atmosphere

    Almost all the water in the atmosphere is

    contained within the troposphere.

    Most is in the form of water vapour, with some

    as cloud water or ice. Typical vapour mixing ratios are:

    ~10 g kg-1(low troposphere) (can be up to ~20 g kg-1)

    ~1 g kg-1(mid troposphere)

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    ENVI 1400 : Meteorology and Forecasting 3

    METEOSAT Water vapour image : 0410191200 UTC

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    ENVI 1400 : Meteorology and Forecasting 4

    METEOSAT visible image : 0410191200 UTC

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    ENVI 1400 : Meteorology and Forecasting 5

    Typical cloud water contents are:

    cumulus (early stage) : 0.20.5 g m-3

    cumulus (later stage) : 0.51.0 g m-3

    cumulonimbus : 3 g m-3(>5 g m-3observed invery strong updrafts)

    alto-cumulus : 0.20.5 g m-3

    stratocumulus / stratus : 0.10.5 g m-3

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    ENVI 1400 : Meteorology and Forecasting 6

    Sources and Sinks

    Sources: Evaporation from

    surface: requiresenergy to supply latent

    heat of evaporationsunlight, conductionfrom surface (coolssurface).

    Evaporation ofprecipitationfallingfrom above: latentheat supplied bycooling of air

    Sinks: Precipitation: rain,

    snow, hail,

    Condensation at thesurface: dew, frost

    N.B. Most of the water inthe atmosphere above a

    specific location is notfrom local evaporation,but is advected fromsomewhere else.

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    Buoyancy Effects

    Water in the atmosphere

    has important effects on

    dynamics, primarily

    convective processes.

    Water vapour is less dense

    than dry air

    Latent heat

    released/absorbed duringcondensation/evaporation.

    molecular weight of water

    = 18 g mol-1

    mean molecular weight of

    dry air 29 g mol-1

    water vapour= 0.62 air

    A mixture of humid air is

    less dense than dry (orless humid) air at the

    same temperature and

    pressure

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    Latent Heat

    Latent heat of evaporation

    of water

    Lv 2.5 MJ kg-1

    large compared with specificheat of dry air

    Cp 1004 J kg-1k-1

    Evaporation of 1 gram of

    liquid water (=1 cm3) into 1

    cubic metre of air:

    latent heat used 2500 Jcools air by 1.9 K.

    Similarly latent heat is

    released and air warmedwhen liquid water

    condenses oute.g. as

    cloud droplets.

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    Condensation Conditions

    Temperature is reduced to

    below dew point.

    Two most common mechanisms

    for cooling are:

    Contact cooling : loss of heat toa surface colder than the

    overlying air, e.g. following

    advection over a cooler surface,

    or due to radiative cooling of the

    surface at night.

    Dynamic cooling : adiabatic

    lifting results in very efficient

    cooling of the air. (see below)

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    Adiabatic lifting may occur on

    many scales:

    Largescale ascent along a warm

    or cold front (100s of kilometers)

    The rise of individual convective

    plumes to form cumulus clouds

    (~100m to ~1km)

    Forced ascent over topographic

    features (hills, mountains) to form

    orographic cloud (~1km to >10s

    km). Gravity waves above, and

    downwind of mountains (few km).

    Radiative cooling(non-adiabatic process)

    Direct radiative cooling of the air

    takes place, but is a very slow

    process.

    Once cloud has formed, radiative

    cooling of the cloud droplets (and

    cooling of surrounding air by

    conduction of heat to drops) is

    much more efficient.

    Radiative cooling reducedsaturation vapour pressure

    more condensation higher cloud

    water content.

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    Addition of water vapour, at

    constant temperature,raising humidity to

    saturation point. Will occur over any water

    surface. Since temperaturedecreases with altitude,

    evaporation into unsaturated

    surface layer can result in

    saturation of the air in the upper

    boundary layer.

    Cold air moving over warmerwater can sometimes produce

    steam fog : common in the

    arctic, and observed over rivers

    and streams on cold mornings.

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    Mixing of two unsaturated air

    masses as different temperatures

    such that final humidity is above

    saturation point

    The Temperature and vapour

    pressure resulting from mixing is

    are averages of the initial values

    in proportion to masses of each

    being mixed

    e.g.

    Tmix= T1*M1+ T2*M2

    M1+M2T1 Tmix

    T2

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    ENVI 1400 : Meteorology and Forecasting 13

    Adiabatic Lifting

    As a parcel of air is lifted, the

    pressure decreases & the parcel

    expands and cools at the dry

    adiabatic lapse rate.

    As the parcel cools, the

    saturation mixing ratio

    decreases; when it equals the

    actual water vapour mixing ratio

    the parcel becomes saturated

    and condensation can occur.

    The level at which saturation

    occurs is called the lifting

    condensation level.

    Lifting

    condensationlevel

    Saturation mixing ratio

    equal to actual watervapour mixing ratio of parcel

    Dew point

    at surface

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    If the parcel continues to rise, it

    will cool further; the saturation

    mixing ratio decreases, and

    more water condenses out.

    Condensation releases latent

    heat; this offsets some of the

    cooling due to lifting so that the

    saturated air parcel cools at a

    lower rate than dry air.

    The saturated (or wet)

    adiabatic lapse rateis NOT

    constant, but depends upon

    both the temperature and

    pressure.

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    ENVI 1400 : Meteorology and Forecasting 15

    The high the air temperature,

    the greater the saturation mixing

    ratio, and the more water vapour

    can be held in a parcel of air.

    Because the gradient of the

    saturation vapour pressure with

    temperature increases with

    temperature, a given decrease

    in temperature below the dew

    point will result in more water

    condensing out at highertemperatures than at low, and

    hence more latent heat is

    released.

    Thus the wet adiabatic lapse

    rate decreases as the

    temperature increases.

    T

    Q1

    T

    Q2

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    ENVI 1400 : Meteorology and Forecasting 16

    The Fhn Effect

    0 m

    100 m

    200 m

    300 m

    400 m

    500 m

    Lifting condensation level

    Unsaturated air cooling

    at -0.98C per 100m

    Saturated air cooling

    at -0.5C per 100m

    10C

    Unsaturated air warming

    at +0.98C per 100m

    9.02C8.04C

    7.06C

    6.08C

    5.58C

    5.08C

    6.54C

    7.52C

    8.50C

    9.48C

    10.46C11.44C

    The different lapse rates of unsaturated and saturated air mean that air flowing

    down the lee side of a mountain range is frequently warmer than the air on the

    upwind side. In the Alps this warm dry wind is called the Fhn, in American

    Rockies it is known as a Chinook. The onset of such winds can result in very

    rapid temperature rises (22C in 5 minutes has been recorded) and is

    associated with rapid melting of snow, and avalanche conditions.

    4.58C

    5.56C