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Scintillometry: A brief Review

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Title: Scintillometry: A brief Review


1
Scintillometry A brief Review
  • Henk de Bruin
  • Based on work by Wouter Meijninger, Oscar
    Hartogensis, Andreas Lüdi, Frank Beyrich, Wim
    Kohsiek, Arnold Moene (ET)
  • Christian Mätzler and Lorentz Martin (R) and
    others

2
Measuring sensible heat, evaporation and rain on
km scales
3
Objectives long-path scintillometry
  • Meteorological and hydrological models need as
    boundary conditions the surface fluxes of
    sensible heat and water vapour as well as
    precipitation
  • The horizontal spatial scale of a grid box used
    in these models is at least several kilometres
  • At this scale most land surface are heterogeneous
  • Conventional techniques concern point
    observations
  • There is a need for an observation technique for
    heterogeneous terrain applicable on km scales.

4
Objectives
  • Measurements of spatially average fluxes of
    sensible heat and water vapour (evaporation) on
    kilometre scale
  • Measurements of spatially average rainfall rate

5
  • What is a scintillometer?

Path length L, Aperture D, Wavelength l
6
What is Measured?
  • The variance of the logarithm of the light
    intensity received by the detector
  • This variance is caused by fluctuations of the
    refraction index of the air, which in their turn,
    are due to turbulent fluctuations of temperature
    and humidity
  • In case of rainfall extinction coefficient

7
Scintillations and a Nursery Rhyme
Twinkle, twinkle, little star, How I wonder what
you are! Up above the world so high, Like a
diamond in the sky. Twinkle, twinkle, little
star, How I wonder what you are!
8
Example of scintillations
9
What causes scintillations?
Huygens-Fresnel Defraction Effects
l ltlt L
L l/2
Fresnel zone
F
Detector
L
Plane wave front
10
Turbulent Eddies cause 'Huygens-Fresnel effects
Eddies of size S act as slit
L l/2
S
Detector
L
If S ? F, than dispersion effect plays a role If
S gtgt F geometric optics applies F is Relevant
Length Scale in scintillometry
11
Large Aperture Scintillometer (LAS)
If aperture D of detector gtgtF Scintillations of
size F are smoothed out So when D gt F ,
scintillometer sees eddies of size D only
12
Overview different scintillometer types
If saturation corrections are needed Hill
spectrum is needed also
13
Scintillometers (XLAS, LAS and DBLS)
XLAS 1 - 10 km
LAS 0.2 5 km
DBLS 25 200 m XLAS eXtra LAS LAS
Large Aperture Scintillometer DBLS Displaced
Beam Laser Scintillometer
14
Radio Wave Scintillometer
15
Scintec BLS2000 (XLAS) dual transmitter type
16
weighing function of LAS and RWS

(X)LAS
RWS
R
T
Normalized distance
17
eddy sensitivity of the LAS

Relative weight
eddy size/D
18
eddy sensitivity of the MWS

Relative weight
eddy size/F
19
Basic expressions for the LAS and RWS
The variance of the logarithm of the light
amplitude received by the detector provides Cn2.
F gt D
D gt F
Large Apeterure Scintillometer l about 1 micron
Radio Wave Scintillometer l about 1 cm or 30GHz
LAS (optical)
RWS (radio-wave)
20
Schematic Picture n spectrum
Inertial sub-range
3-D spectrum
structure parameter
21
Advantage of scintillometry
  • scintillometers determine weighed path average
    values of CT2 and Cq2

22
Fluxes derived from Scintillometry
Sensible heat flux
23
Urelevant ??
Free convection conditions, i.e. sunny and calm
day
after some algebra
Finally
24
Urelevant ??
near neutral conditions, i.e. cloudy and windy day
General daytime conditions
k 0.4 c1 and c2 empirical constants L Obuhkov
length
25
Water vapour flux
Latent heat flux
similarity between T and q and same dimensional
arguments leads to
26
Structure parameter of refraction index
  • AT and AQ depend on wavelength l
  • For 'optical' wavelengths, l? 1 micron, n
    fluctuations primarily due to temperature
    fluctuations (T ')
  • When l ? 1 cm (radio wave, microwave) n
    fluctuations primarily due to water vapour
    pressure fluctuations (Q ')
  • In both cases a cross T-Q term plays a role.

27
Typical values 3 terms of Cn2
Very good Assumption
Often, but not always
More research needed!! Derivable from LAS-RWS??
28
Simplified Picture
LAS gives CT2 and RWS gives CQ2 Once CT2 and
CQ2 are known, the sensible heat flux (H) and
evaporation (E) can be estimated using the
Monin-Obukhov Similarity Theory. Details given
before
During daytime free convection scaling
dominates!!!! and then life becomes so easy.
29
Does it work?
  • Some results field experiments

30
Flevoland Experiment 1998
(2 km)
31
Land use
Fractional area crops each 25 (isotropic
conditions)
32
Flevoland Results
33
  • Why does a LAS work over heterogeneous terrain,
    while using scaling for homogenous conditions???

Concept Needs Further Validation!!
In this region one needs footprint analyses
34
Cabauw XLAS (path length 10 km)
35
Cabauw XLAS ? Aircraft
Data was collected during the RECAB field
experiment
Moene at al. 2006
36
LITFASS-2003, Lindenberg, Germany
37
LITFASS-2003 The measurement strategy
38
LITFASS-2003 Fluxes over Different Surfaces
39
LITFASS-2003 Area-averaged Fluxes (I)
40
LITFASS-2003 Area-averaged Fluxes (II)
41
Energy balance closure
42
Conclusions flux part
  • Flevopolder, Cabauw and LITFASS 2003 field
    campaigns revealed that a combined long-path
    optical- radio-wave scintillometer (ORS) system
    provides reliable area averaged fluxes of
    sensible heat and water vapour over heterogeneous
    terrain
  • But many more validation experiments under a
    wider range of conditions have to be carried out

43
  • Rainfall with radio wave scintillometer or LAS

General remark success of flux measurements with
LAS and RWS is primarily based on fact that they
use inertial sub-range spectra, which appear to
be universal (Kolmogorov-Corrsin_Obuhkov) In
case of rainfall universal spectra do not exist.
44
Rainfall drop - size distribution depends on
rainfall type.After Mätzler and Martin (2003)
45
Rainfall rate depends on fall velocity, which
depends on drop-size.After Mätzler and Martin
(2003)
46
Extinction Coefficient versus rainfall Rate for
38 and 94 GHzMätzler and Martin (2003)
Mie theory extinction scattering absorption, bac
k-scattering asymmetric scattering
94 GHz
38 GHz
Model (ignore here)
47
Results field experiment near Bern for 38 GHz
48
Results field experiment near Bern for 94 GHz
49
Results field experiment near Bern for optical
wavelengths
50
Results field experiment near Bern extinction
at 38 GHz versus extinction at 94 GHz
51
Conclusion rainfall study
  • Rainfall observations with a 38 GHz RWS appears
  • to be promising, but transmitter stability and
  • rainfall heterogeneity along path are unsolved
    issued
  • Study concern water droplets and rain. Snow,
    hail and melting snow/hail are not dealt with
  • By using a 38 GHz and a 94 GHz scintillometer
    information on rainfall type can be obtained.
  • Rainfall rate derived from extinction of a LAS is
    not promising, but.... may be spectral analyses
    of the LAS signal might provide better results.
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