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Climates of nonuniform terrain

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It is not possible to separate changes in energy, mass and momentum. ... What other 'oasis effect' situations can be imagined? ... – PowerPoint PPT presentation

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Title: Climates of nonuniform terrain


1
Climates of non-uniform terrain
  • In our previous lectures we have assumed that
    surfaces have been extensive, flat and
    homogeneous.
  • In this case the response of the surface to
    energy and mass exchanges is equal everywhere ?
    all gradients are perpendicular to the surface,
    and all fluxes are vertical.
  • This is not reality -- the surface is a patchwork
    of different topography and surface types.

2
  • This results in horizontal variations in the
    available radiation and the way that the
    available energy and water is partitioned giving
    horizontal variations in climate.
  • In turn there are horizontal gradients of
    properties ? horizontal fluxes will occur.
  • Thus we will talk about the effects of spatial
    inhomogeneity and topography.

3
Spatial Heterogeneity
  • There are two main cases
  • 1) modification of atmospheric properties as air
    moves to a different surface type (advective
    effects)
  • and 2) circulation induced by contrasting surface
    properties when regional winds are light
    (thermal circulations).

4
Advective Effects
  • There is a clothesline effect as flow of air
    through a vegetative canopy is restricted.
  • As air flows from warmer, drier ground it will
    increase heat supply (QH) and water vapour
    gradient, such that there is enhanced
    evapotranspiration.
  • Plants near the edge of stand will be dessicated,
    buffeted by wind, and more prone to pests and so
    are frequently stunted.

5
Leading Edge or Fetch Effect
  • As air passes from one surface type to a new one,
    it must adjust to a new set of boundary
    conditions.
  • Only in the lower 10 of the internal boundary
    layer is the air fully adjusted to the surface.
  • As an illustration of the way adjustment takes
    place, consider the advection of moisture in the
    box model
  • A u?V

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Oke (1987)
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Oke (1987)
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  • The height of the fully adjusted boundary layer
    is the level at which the vertical flux equals
    the surface value.
  • This grows slowly -- a fetch of 100-300 m for
    every 1 m increase in height.
  • This has implications for the setting of
    meteorological instruments.
  • There would also be differences in heat flux and
    momentum transport downwind of a discontinuity.

9
Oke (1987)
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  • It is not possible to separate changes in energy,
    mass and momentum.
  • Changes in momentum will alter K's over rough
    surface and therefore enhance QH and QE.

11
Oke (1987)
12
Oasis Effect
  • In hot, arid regions are areas of freely
    available water.
  • Thus QE can exceed Q as QH due to advection of
    warm air can supply extra energy ? cool
    temperatures, high evaporation.
  • What other oasis effect situations can be
    imagined?
  • Lake in a dry area, glacier, isolated snow patch,
    urban park, isolated tree.
  • In each case, evaporation will be large.

13
Oke (1987)
14
Thermal Circulation Systems
  • These arise because when surfaces of different
    thermal environments lie next to each other,
    horizontal pressure gradients develop.
  • Land/Sea Breezes
  • These different thermal properties produce
    corresponding pressure differences resulting in a
    circulation that reverses at night.

15
  • The daytime sea breeze has greater intensity,
    depth and range (?T is greatest and instability).
  • The sea breeze can extend up to 30 km inland, 2-5
    m s-1 in speed and circulation of 2 km in
    height.
  • Late in the day, the Coriolis force may have an
    effect so winds cross the coast at an angle.
  • Land breeze is generally much less intense.

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Oke (1987)
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  • Advancing sea breeze front produces uplift, and
    potentially clouds and thunderstorms (Florida is
    a good example).
  • Lowest layer of air advected across the coastline
    is modified by a leading edge effect.
  • A city can also generate a country breeze
    because under light synoptic conditions they are
    often warmer than the surrounding countryside.
  • However there is no diurnal reversal - city is
    almost always warmer than surrounding region.

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20
Effects of Topography
  • First let us discuss the effect of radiation
    loading.
  • The angle at which radiation strikes a surface is
    important in determining the amount of radiation
    it receives that in part determines its climate.
  • The effects of aspect and slope are most dramatic
    at higher latitudes where the sun is at a lower
    angle anyway.
  • South facing slopes get more radiant energy than
    horizontal and north facing slopes.
  • Note this effect is only important for direct
    beam radiation.

21
  • Net radiation can be 2-4 times higher by day on a
    south facing slope ? results in higher QH (if
    water is limiting).
  • This results in distinctly different
    micro-climates and vegetation.

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Topographically-generated winds
  • These arise due to thermal differences because of
    slope/aspect.
  • Tend to occur under cloudless skies with little
    or no synoptic-scale winds.
  • The strength and nature of flows depend on
    orientation and configuration of the valley.
  • By day, air near valley sides will be heated more
    than air at same elevation in centre of valley ?
    anabatic cloud formation along ridges.

25
  • This circulation warms the entire valley so that
    it is warmer than neighbouring plains and an up
    valley (valley wind) develops, whereas an
    anti-valley wind develops above the ridges.
  • This system will tend to reverse at night.

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Oke (1987)
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Whiteman (2000)
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Oke (1987)
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Oke (1987)
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Oke (1987)
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