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A Constrained Ratio Aerosol Modelfit CRAM Approach

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John Reagan, Xiaozhen Wang, Christopher McPherson, and Kurtis Thome University ... The Reality With GLAS and CALIPSO now in orbit, global measurements of aerosol ... – PowerPoint PPT presentation

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Title: A Constrained Ratio Aerosol Modelfit CRAM Approach


1
A Constrained Ratio Aerosol Model-fit (CRAM)
Approach for Improved Aerosol Retrievals from
Dual-Wavelength Observations
John Reagan, Xiaozhen Wang, Christopher
McPherson, and Kurtis Thome University of
Arizona, Department of Electrical and Computer
Engineering, and the College of Optical Sciences,
Tucson, AZ 85721
The Reality With GLAS and CALIPSO now in
orbit, global measurements of aerosol by
satellite lidar are now a reality with ever
growing amounts of data to draw on. The Problem
It is well known that aerosol backscatter and
extinction profiles cannot be unambiguously
retrieved from lidar observations without an
assumption linking aerosol extinction and
backscatter e.g., specifying the aerosol
extinction-to-backscatter ratio, or lidar ratio,
Sa Starting Point Basic algorithms initially
in use for processing these satellite lidar
observations rely on location/situation based Sa
look-up tables Improved Approach Constrained
Ratio Aerosol Model-fit (CRAM), approach which
relies on the information content of backscatter
and extinction spectral ratios at two lidar
wavelengths.
2
Overview
  • Motivation To improve the accuracy and
    certainty of spaceborne lidar retrievals of
    aerosol backscatter and extinction, thereby
    providing the means for obtaining more accurate
    global aerosol characterizations to assist
    climate modeling assessments of the radiative
    impact/forcing of aerosols
  • Outline
  • Lidar Relations and Retrieval Approaches
  • AERONET Based Aerosol Modeling Model Properties
  • CRAM Approach
  • 4. Examples of GLAS and CALIPSO CRAM Assisted
    Retrievals
  • 5. Conclusions

3
Lidar Relations and Retrieval Approaches
  • The normalized (range-squared and pulse energy
    normalized) attenuated backscatter lidar signal,
    X(r), versus range r depends directly upon the
    atmospheric backscatter, ?(r), and extinction,
    ?(r), coefficients

Aerosol backscatter/extinction retrievals
typically employ one of three constraints Auxil
iary-Transmittance boundary value transmittance
from auxiliary measurements. Direct-Transmittanc
e boundary value transmittance from lidar
signal decrease through an isolated
layer. Modeled Lidar Ratio aerosol
extinction-to-backscatter ratio, Sa , assumed
known.
4
Normalized Lidar Equation
GLAS
The range and energy normalized lidar
signal, X(r), at range r is given by
Modeled Sa (two-scatterer solution)
and??a(r) obtained by multiplying ?a(r) with
assumed Sa (Sa?a/?a) .
  • APPROACH AERONET (success, contribution)
  • create a bounded set of Sa values, representative
    of specific aerosol types, from precise analysis
    of AERONET data,
  • examine associated parameters to help bound
    lidar retrieval

5
Comparison of Effects of C, Sa, Ta2 Uncertainties
on Aerosol Extinction Retrievals
6
AERONET Based Aerosol Model Determinations
  • AERONET is a globally distributed network of
    sun/sky radiometers, in operation over a decade,
    for improving knowledge of global aerosol
    properties. AERONET observations allow retrieval
    of aerosol size/refractive index information
    (e.g., Dubovik et al., 2000, JGR, 105 (D8),
    9791-9806)
  • Cattrall et al. (2005, JGR, 110, D10511, 13 pp.)
    have analyzed AERONE data from numerous sites to
    determine optical parameters (e.g., Sa) for the
    relatively few aerosol model/types that
    predominantly characterize aerosols observed
    around the world
  • Biomass Burning
  • SE Asia
  • Urban/Industrial
  • Oceanic
  • Dust (spheres)
  • Dust (spheroids) by T-matrix modeling

7
The ModelsAERONET Based Modeling Results
  • SUMMARY OF LIDAR PARAMETERS RETRIEVED FROM
  • SELECTED AERONET SITES (Cattrall et al., 2005)

SD Standard Deviation of Gaussian fit,
typically within 15 of Sa mean.
8
Modeling Results
9
Spectral Ratio Windows for AERONET Based Models
10
What is CRAM?
  • CRAM A Constrained Ratio Aerosol
  • Model-fit retrieval approach.
  • CRAM is an approach for improving dual-wavelength
    lidar aerosol retrievals. It is not an
    inversion, but is a way of maximizing the aerosol
    information that can be extracted from
    dual-wavelength lidar data via modeling
    constraints. CRAM works on the most basic
    aerosol information available in the lidar
    signal, namely, the aerosol backscatter and
    extinction coefficients and spectral ratios
    thereof.

11
CRAM Assisted Lidar Retrieval Approach
  • Lidar signals, X(r), are used in lidar
    retrieval relations to retrieve ßa(r) and
    sa(r) at 532 and 1064 nm for each model set of
    assumed Sa values (i.e., for Sa, mean and Sa,
    mean SD for given model).
  • Resulting ratios of and
    from retrievals are compared to
  • expected ratios for assumed aerosol model type
    to verify if retrievals are in agreement/consisten
    t with model assumption (i.e., retrieved spectral
    ratios, if correct, should fall within model
    spectral ratio windows due to model spread in
    Sa).
  • A performance function, Q, can be used to
    quantitatively assess agreement in a
    leastsquares sense between the spectral ßa(r)
    and sa(r) ratios for a given model and
    thecorresponding ratios, obtained from the X(r)
    signals for different assumed model Sa values.
  • Model assumption yielding minimum Q taken as best
    solution. But ratios that clearly fall outside
    model windows are obviously not acceptable fits,
    without need of Q assessment.

12
Performance Function, Q
  • A performance function, Q, was formulated to
    assess the agreement in a least squares sense
    between the ratios of and
    for a given aerosol model and the corresponding
    ratios computed from the simulated X(r) signals,
    at 532 and 1063 nm, for different assumed Sa
    values

W? , W? and Ws are weighting constants,
generally set to unity. Rs term not used (i.e.,
Ws set to zero) unless some auxiliary estimate of
is available (e.g., from independent
determination of Angstrom exponent, ?, which can
provide model fit to ).
  • Model assumption yielding minimum Q taken as
    best estimated solution.

13
(No Transcript)
14
Example Simulation Model Fit Results(for
elevated layer model shown earlier)
15
Example Simulation Model Fit Results
16
GLAS Color Images
GLAS image of assumed elevated dust layer off
West African coast.
17
GLAS Spectral Ratio Results for Dust Layer(Oct.
03, 2003)
x From Self-Transmittance Sa Determinations
18
GLAS Spectral Ratio Results for Dust Layer(Oct.
03, 2003)
The two red lines are the window-limits for
modeled aerosol extinction ratio for smoke case
while the two blue lines are for dust case.
19
GLAS Color Images
GLAS image of assumed elevated smoke layer along
Southeast African coast.
20
GLAS Spectral Ratio Results for Smoke Layer
x From Self-Transmittance Sa Determinations
21
GLAS Color Images
GLAS image of assumed Urban/Industrial mixed
boundary layer aerosol over India
22
GLAS Spectral Ratio Results for Assumed
Dust,Smoke and Urban/Industrial Layer
23
GLAS Spectral Ratio Results for Assumed
Dust,Smoke and Urban/Industrial Layer
24
Modeled and Retrieved (Direct-T Approach)
Spectral Backscatter Ratio for Assumed Dust, and
Smoke Layer
Average and SD for Direct-T Sa Sa,dust ? 45 ?
6, Sa,smoke ? 59 ? 9
25
Layer Optical Depths (532nm) at Sample Positions
along GLAS Tracks
26
CALIPSO Data and CRAM Assisted Retrievals
6 September, 2006 CALIPSO overpass off West
African coast (flightpath segment of interest
highlighted in red)
27
CALIPSO Data and CRAM Assisted Retrievals
28
CALIPSO Data and CRAM Assisted Retrievals
Example of a CRAM assisted aerosol retrieval
using an assumed dust Sa. The mode of the
spatial distribution is in this case very close
to 0.9, confirming the validity of the assumed
model.
29
CALIPSO Data and CRAM Assisted Retrievals
A second retrieval assuming an Sa corresponding
to smoke. In this example, the mode of the
spatial distribution is shifted slightly higher,
but is still well away from a value of 1.8
predicted by the smoke model, suggesting a poor
fit of the data to the model.
30
HSRL/CALIPSO Coordination
31
HSRL/CALIPSO Coordination
CALIOP 532nm attenuated backscatter (top), HSRL
532nm attenuated backscatter (center), and HSRL
532nm measured Sa (bottom). Spatial/temporal
coincidence point shown in red.
32
HSRL/CALIPSO Coordination
Histogram illustration of HSRL measured 532nm Sa
variability within aerosol layer extending from
37.15 to 38.15 N Latitude and from 0.9 to 1.95 km
in altitude. The mean of 72.599 and standard
deviation of 5.3731 demonstrate the applicability
of CRAM in this case, as well as the probable
validity of the Urban/Industrial model.
33
HSRL/CALIPSO Extinction Retrievals 532 nm
Extinction retrievals, 20km horizontal spatial
averaging, 20km sample separation.
34
Mixture Modeling Results
Spectral extinction ratios (?a,532/?a,1064) retrie
ved from mixtures of dust and urban/industrial
pollution.
Modeled and retrieved lidar ratios at 532 nm,
(Sa,532) using linear mixtures of dust
and urban/industrial pollution aerosol models.
35
Extensions/Enhancements to CRAM
Additional constraints may be added to the basic
CRAM approach (i.e., using more than just
backscatter and extinction spectral ratios) by
using auxiliary inputs of various types. Some of
these include
  • Angstrom exponent estimates from MODIS or AERONET
    observations (less restrictive than requiring
    absolute optical depth value)
  • Transmittance/optical depth estimate of one
    wavelength, as from direct transmittance solution
    to an elevated layer, from MODIS/AERONET or from
    lidar reflectance (e.g., from water at higher
    wind speeds)
  • Differential transmittance for two wavelengths,
    T?1/T?2, as can be estimated from lidar spectral
    surface reflection ratio or from MODIS (e.g.,
    from water and perhaps certain land types)
  • Sa at one wavelength from auxiliary HSRL
    observations

36
Conclusions
  • Employing CRAM on dual-wavelength spaceborne
    lidar data in conjunction with AERONET based,
    improved aerosol models/parameterizations enables
    1) obtaining more accurate/bounded profile
    retrievals of aerosol backscatter and extinction
    and layer optical depths and 2)
    confirming/discriminating assumed aerosol types.
  • CRAM successfully employed on GLAS data to
    confirm/discriminate assumed aerosol dust, smoke
    and urban/industrial layers. Aerosol model
    parameters independently verified by
    direct-transmittance lidar retrievals for the
    elevated dust and smoke layers. Similar
    successful results are being obtained from
    CALIPSO observations, but results can sometimes
    be misleading without proper interpretation/checks
    (e.g., layers too optically thick or merged
    layers of distinctly different aerosol types).
  • HSRL data providing validation of Sa
    modeling/statistics as well as examples of
    inhomogeneity effects that limit applicability of
    CRAM.
  • Extensions and enhancements to CRAM incorporating
    additional constraints enabled by combining lidar
    and passive satellite observations offer the
    promise for further error reductions in
    space-based aerosol retrievals.
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