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[CIDC FTP Data]
[TOMS OzoneIDC Data on FTP]
Data Access
Total Column Ozone from Nimbus-7 Total Ozone Mapping Spectrometer
(TOMS)
[rule]
Readme Contents
Data Set Overview
Sponsor
Original Archive
Future Updates
The Data
Characteristics
Source
The Files
Format
Name and Directory Information
Companion Software
The Science
Theoretical Basis of Data
Processing Sequence and Algorithms
Scientific Potential of Data
Validation of Data
Contacts
Points of Contact
References
[rule]
Data Set Overview
The dataset consists of 1 x 1 degree gridded monthly averaged
total column ozone. It is derived from the Nimbus-7 TOMS monthly
averaged total column ozone data gridded at 1.25 x 1 degree
(lon/lat). The Nimbus-7 TOMS data is the only source of high
resolution global information about the total ozone content of the
atmosphere for the period November 1, 1978 - May 6, 1993. The
ozone dataset was produced by the Ozone Processing Team (OPT)
using final Nimbus-7, Version 7, OPT data reduction algorithm and
was released in the Spring of 1996. This ozone data set is
important in studies involving atmospheric chemistry and upper air
dynamics on both short (interannual) and long (decadal) time
scales.
Sponsor
The production and distribution of this data set are being funded
by NASA's Earth Science enterprise. The data are not copyrighted,
however, we request that when you publish data or results using
these data please acknowledge as follows:
The authors wish to thank the Ozone Processing Team
(OPT) of the Atmospheric Chemistry & Dyamics Brach(Code
916) and the Distributed Active Archive Center (Code
902) at Goddard Space Flight Center, Greenbelt, MD,
20771 for the production and distribution of these data.
These activities were sponsored by NASA's Earth Science
enterprise.
Original Archive
The total ozone data from which this data set is derived were
produced by the Ozone processing team under the direction of Dr.
Richard McPeters (code 916), the Nimbus Project Scientist of
NASA's Goddard Space Flight Center. The original data, which
includes daily, and monthly gridded products, are currently
available from the Goddard DAAC's Atmospheric Chemistry Site
Future Updates
In the Spring of 1996, the old Version 6 of the Nimbus-7 TOMS data
was replaced with the new Version 7. No future updates of the
Nimbus-7 product are planned. However the ozone data from follow-
on TOMS instruments such as those on the Meteor-3, Earth Probe
(EP), Advanced Earth Observation Satellite (ADEOS) will be added
to this data set collection as they become available.
The Data
Characteristics
* Parameters: Total Ozone, defined as the vertically integrated
ozone in a column from the surface to the top of the
atmosphere
* Units: Dobson Units (D.U), where 1 D.U. corresponds to the
amount of gas at standard temperature and pressure (STP) that
would form a layer .001 cm thick
* Typical Range (year): global 100 - 500 D.U.
* Temporal Coverage: November 1, 1978 - May 6, 1993
* Temporal Resolution: Gridded monthly means
* Spatial Coverage: Global
* Spatial Resolution: 1 degree x 1 degree
Source
The Total Ozone Mapping Spectrometer (TOMS) was designed and built
in the mid-1970s as part of a comprehensive package of scientific
instruments to be flown aboard NASA's Nimbus-7 spacecraft. It was
one of eight instruments designed to provide continuous, long-term
monitoring of atmospheric, ocean, and surface parameters on a
global basis throughout most of the 1980s.
Nominal orbit parameters for the Nimbus-7 spacecraft were
Launch date: 10/24/78
Orbit: Sun synchronous, near polar
Nominal altitude: 955 km
Inclination: 99.3 degrees
Nodal period: 104 minutes
Equatorial crossing time: 12:00 PM (ascending)
Nodal Increment: 26.1 degrees
The TOMS instrument is a single stage fixed-grating Ebert-Fastie
monochromater with a rotating chopper wheel to resolve the
incoming light into 6 wavelength bands with a 1 nanometer (nm)
bandpass. These wavelengths are
312.5 nm 317.5 nm 331.3 nm
339.9 nm 360.0 nm 380.0 nm
TOMS scans in the cross-track direction in 3 degree steps from 51
degrees on one side of nadir to 51 degrees on the other, for a
total of 35 samples. The instantaneous field of view (IFOV) of 3
degrees by 3 degrees results in a footprint varying from a 50 km x
50 km square at nadir to a 125 km x 280 km diamond at the scan
extremes. The total swath width is 3000 km, implying that
consecutive orbits overlap to create a contiguous mapping of ozone
data. Approximately 200,000 measurements are made on a daily basis
during the sunlit portions of the orbits.
The ratios of backscattered to incident ultraviolet radiation at
the four shortest TOMS wavelengths are used to infer total ozone,
while the corresponding ratios at the two longer wavelengths are
used for estimating the effective reflectivity caused by the
combined influence of Earth's surface, clouds, and tropospheric
aerosols. The new Version 7 User's Guide describes the algorithm
in detail. It can be obtained from the Ozone Processing Team's
Nimbus-7/TOMS page.
The Nimbus-7 TOMS instrument ceased to function on May 7, 1993.
The Files
Format
* File Size: 259200 bytes, 64800 data values
* Data Format: IEEE floating point notation
* Headers, trailers, and delimiters: none
* Fill value: -999.9
* Image orientation: North to South
Start position: (179.5W, 89.5N)
End position: (179.5E, 89.5S)
Name and Directory Information
Naming Convention:
The file naming convention for this data set is
tomsn7.o3.1nmegg.[yymm].ddd
where
tomsn7 = data product designator
o3 = parameter name
1 = number of levels
n = vertical coordinate, n = not applicable
m = temporal period, m = monthly
e = horizontal grid resolution, e = 1 x 1 degree
gg = spatial coverage, gg = global (land and ocean)
yy = year
mm = month
ddd = file type designation, (bin=binary, ctl=GrADS control
file)
Directory Path:
/data/inter_disc/atmo_constituents/toms_ozone/yyyy/
where yyyy is year.
Companion Software
Several software packages have been made available on the CIDC
CD-ROM set. The Grid Analysis and Display System (GrADS) is an
interactive desktop tool that is currently in use worldwide for
the analysis and display of earth science data. GrADS meta-data
files (.ctl) have been supplied for each of the data sets. A GrADS
gui interface has been created for use with the CIDC data. See the
GrADS document for information on how to use the gui interface.
Decompression software for PC and Macintosh platforms have been
supplied for datasets which are compressed on the CIDC CD-ROM set.
For additional information on the decompression software see the
aareadme file in the directory:
software/decompression/
Sample programs in FORTRAN, C and IDL languages have also been
made available to read these data. You may also acquire this
software by accessing the software/read_cidc_sftwr directory on
each of the CIDC CD-ROMs
The Science
Theoretical Basis of Data
Incoming solar radiation undergoes absorption by gases such as
ozone and Rayleigh scattering by molecules in the stratosphere.
Radiation that penetrates to the troposphere is scattered by
clouds and aerosols, with the radiation that reaches the ground
being scattered by surfaces of widely different reflectivity. The
two shortest wavelengths chosen for use in the TOMS ozone
measurements were selected because of their high ozone absorption.
Absorption by other atmospheric components, at these wavelengths,
is negligible compared to that of ozone.
The backscattered radiance at a given wavelength depends, in
principle, upon the entire ozone profile from the top of the
atmosphere to the surface. At wavelengths longer than 310 nm,
however, the backscattered radiance consists primarily of solar
radiation that penetrates the stratosphere and is reflected back
by the dense tropospheric air, clouds, aerosols and the Earth's
surface. Because most of the ozone (about 90%) is in the
stratosphere, the principal effect of total atmospheric ozone is
to attenuate both the solar flux reaching the troposphere and the
component reflected back to the satellite. This nearly complete
spatial separation of the absorber elements in the stratosphere
(i.e. ozone) from the "reflector" elements in the troposphere
(i.e. aerosols, clouds, and Earth's surface) causes backscattered
radiances longer than 310 nm to depend only weakly on the vertical
distribution of ozone in the atmosphere. In the simplest case,
whereby tropospheric and surface characteristics remain unchanged
from one measurement to the next, and with no aerosols present in
the stratosphere, a decrease (increase) in the backscattered
radiance at the shortest TOMS wavelengths would signify an
increase (decrease) in the total ozone amount below the satellite.
Further discussion concerning the theory behind backscattered
ultraviolet radiation and its relationship to atmospheric ozone
can be found in Liou (1980) and Klenk et al. (1982).
Derivation of atmospheric ozone content from measurements of the
backscattered radiances requires a treatment of reflection from
the Earth's surface and of scattering by clouds and other
aerosols. In general, the scattered or reflected light depends on
both incidence angle of the sunlight and viewing angle of the
satellite. Studies (e.g., Dave, 1978) and ( Bhartia et al. 1993).
show that, in practice, the contribution of clouds and
tropospheric aerosols to the backscattered intensity can be
treated by assuming that the effective lower boundary of the
atmosphere is located at an average pressure in the troposphere,
representing a "mix" of the estimated surface and cloud top
pressures. Furthermore, this lower boundary will be assigned an
effective Lambertian reflectivity which accounts collectively for
the backscattering effects of clouds, tropospheric aerosols and
the surface of the earth. This process of deriving an effective
"scene reflectivity" and an associated effective "scene pressure"
is performed for every instantaneous field-of-view (IFOV) along
the TOMS scanline. In the presence of stratospheric aerosols (such
as those resulting from volcanic eruptions), the concept of an
average scene reflectivity and scene pressure break down, and the
data must be flagged for this contamination accordingly ( Bhartia
et al. 1993).
Processing Sequence and algorithms
The intensity of solar radiation backscattered by the
earth-atmosphere system and received by a sensor aboard an
earth-orbiting satellite can be expressed as:
I(i) = Ia(i) + Ig(i)
where
* I(i) is the backscattered radiance at wavelength i
* Ia(i) is the atmospheric contribution to the radiance at
wavelength i
* Ig(i) is the contribution due to multiple reflections from
the surface at wavelength i.
The ground contribution is given by:
Ig(i) = R*T(i) / (1-R*S(i))
where
* R is the Lambertian reflectivity of the lower boundary
* T(i) is the amount of direct plus diffuse radiation reaching
the surface, then diffusely transmitted upward to the
satellite
* S(i) is the fraction of radiation reflected by the surface
that is scattered back to the surface by the atmosphere. The
term 1/( 1- R*S) effectively accounts for multiple
reflections between the ground and the atmosphere.
In the above, I(i) and Ig(i) depend upon total ozone amount, the
effective scene pressure level and reflectivity, the solar zenith
angle and the satellite viewing angle. The purely atmospheric
contribution Ia(i) as well as T(i) depend upon all of the above
except the reflectivity R. The values of I(i), Ia(i) and to a
lesser extent Ig(i) are also somewhat dependent upon the shape
(i.e., vertical distribution) of the ozone profile.
Once the measured backscattered radiances have been corrected for
the effects of wavelength drift and changes in the instrument
optics and sensitivity (see McPeters et al., 1996); McPeters and
Komhyr, 1991) a quantity called the "N-value", or N(i), is
computed. it is defined as:
N(i) = -100 log[ I(i) / F(i) ]
where the ratio I/F denotes the backscattered radiance I(i)
normalized by the direct solar radiation, F(i), incident at the
level of the sensor.
Given the optical properties of the atmosphere at each TOMS
wavelength, a set of tables is created relating total ozone to I/F
(and thus N) for several independent variables. These include
* Climatological ozone profiles (23 profiles, 3 low latitude,
10 mid latitude, 10 high latitude)
* Pressure of the reflecting surface, (2 pressures, 400 mb and
1000 mb)
* Solar zenith angle (10 angles, 0 to 88 degrees)
* Satellite zenith angle at the IFOV (6 angles, 0 to 63
degrees)
The scene reflectivity R is not included as a table variable since
the tabulated quantities of interest, S(i), T(i) and Ia(i), do not
depend upon it. The theoretical values of I/F at each of the 6
TOMS wavelengths are calculated using the radiative transfer
methodology of Dave (1964).
The computation of total column ozone is accomplished by computing
radiance ratios called Pair values, which are ratios of I/F at a
longer wavelength, which is relatively insensitive to ozone, to
that of a shorter, ozone-sensitive wavelength. The pair values are
defined as:
A-Pair = N(313 nm) - N(331 nm)
B'-Pair = N(318 nm) - N(340 nm)
C-Pair = N(331 nm) - N(340 nm)
Pairs are chosen about 20 nm apart or less, so that scattering
effects are about the same, and the relative attenuation of the
pair is sensitive mostly to ozone absorption. In addition, the
ratios of the radiances help to minimize calibration errors and
wavelength independent effects. Different pairs of wavelengths are
used for different conditions, i.e., for large ozone amounts at
low sun angles the A-pair becomes less sensitive to changes in
total ozone since 313 nm senses higher in the atmosphere (Klenk et
al., 1982). It also becomes more sensitive to ozone profile shape;
thus more weight will be placed upon the derived B'- and C-Pair
ozone values in this case.
Table interpolation is used to extract four total ozone estimates
corresponding to each of three measured Pair values, i.e., at 1000
mb and 400 mb, and for two standard latitude bands on either side
of the actual latitude measured for each pressure. Prior to this,
surface reflectivities for the two pressures are computed from the
two longest TOMS wavelengths, 360 nm and 380 nm, which are not
sensitive to ozone, as follows:
R = (I - Ia)/(T - S*(I-Ia) )
where Ia, T, and S are obtained from the tables for the given sun
and satellite angles and for each of the two pressures, and I is
the satellite-measured radiance at 360 nm or 380 nm.
An estimated scene pressure (Ps) is then computed using a
climatological cloud top pressure (Pc), and actual terrain
pressure (Pt) as follows:
Ps = (1-w)*Pc + w*Pt
where w is a weighting function based upon the measured surface
reflectivity R at 1000 mb and on the presence or absence of
snow/ice.
The Pair ozone values for the latitude and derived scene pressure
(Ps) of the measurements are obtained by linear interpolation in
latitude between the values for the two surrounding latitudes,
followed by linear interpolation in pressure between the 400 mb
and 1000 mb values.
Finally, a "best ozone" value is obtained as a weighted average of
the total ozone values derived from the A, B', and C-pairs. The
weighting takes into account the sensitivities of the individual
Pair values to the profile shape, the solar zenith angle and to
changes in the total ozone itself.
The above description is taken from the Version 6 User's Guide.
The Version 7 data are produced using a revised instrument
calibration based on analysis of the entire 14.5 year data record,
as well as an improved algorithm. Improvements include:
* corrected 0.2 nm wavelength calibration error; this error
caused a 3% absolute offset relative to Dobson
* use of wavelength "triplets" that correct for errors linear
in wavelength
* improved ISCCP cloud height climatology, higher resolution
terrain height maps
* use of improved profile shape selection to improve total
ozone at very large solar zenith angles
* use of a more accurate model for partially-clouded scenes
* improved radiative transfer calculations for table generation
The new Version 7 User's Guide describes the algorithm in detail.
It can be obtained from the Ozone Processing Team's Nimbus-7/TOMS
page.
In addition to deriving ozone values for every individual
field-of-view over a day, the Ozone Processing Team has created a
daily gridded product. Out of the approximately 200,000
measurements per day, only those values not contaminated by
stratospheric aerosols, volcanic sulfur dioxide, inconsistent pair
values of ozone, and/or implausible reflectivity or ozone values
are included in this product. These individual measurements have
been averaged into grid cells 1.25 degree in longitude by 1
degrees in latitude. These have been written as ASCII data files
and images on a set of CD-ROMs, as well as in HDF format, and
constitute the data source from which this 1 degree by 1 degree
monthly average data set was constructed. The following steps were
performed at the Goddard DAAC:
These data were further processed by the Goddard DAAC. Processing
included, regridding, and reformatting the output data product.
The regridding of these data from 1.25 degree x 1 degree to 1
degree x 1 degree was implemented as follows:
1. For each monthly 1.25 x 1 data file, every data value in each
latitude band was replicated by the target number of grid
cells in a latitude band within the final output data file,
360, and assigned to a temporary array. Each original
latitude band had 288 data values which when replicated 360
times produced a temporary array of 103680 data values for
that latitude band.
2. The first 288 (temporary array) data values were compared
against the fill value for these data. Any values that were
not fill values were then summed, and a count of data value
and fill value occurrence was kept.
3. A test for fill value occurrence was performed. If fill value
constituted more than 50% of contributing values then the
fill value was assigned to that grid cell. Otherwise, the
average was computed for the target grid cell from only those
points constituting data values. When assigning fill values,
a new fill value was used to provide greater uniformity with
other existing data sets held at the Goddard DAAC.
4. Steps 2 and 3 were repeated for the next 288 values within
the temporary array until all values were summed, tested for
fill value occurrence, and assigned to a target grid cell.
5. Steps 2, 3, and 4 were repeated for each of the next 179
latitude bands.
6. To validate that the regridded data do not introduce any
spurious artifacts into the original data, a visual
comparison of the two data sets was performed and the ozone
values in randomly selected, localized regions were examined
to ensure spatial coherence in the regridded data set and a
high degree of similarity with the original data set.
Scientific Potential of Data
Total ozone data as derived from the TOMS instrument are useful
for understanding a variety of phenomena involving both short-term
stratospheric fluctuations and long-term climate change.
Stratospheric ozone modulates the incoming (and biologically
harmful) solar ultraviolet radiation stream through absorption in
much the same way as tropospheric carbon dioxide traps outgoing
infrared radiation emitted by Earth's surface and atmosphere. Just
as an increase or decrease of carbon dioxide in the lower
atmosphere may have a climatic impact over the long term, so may
changes in the ozone content of the upper atmosphere. Beside the
study of long-term climate change, other specific examples of
scientific applications of this data set include the following.
* input to global solar radiation models for use in determining
the proportion of Ultraviolet-B (UV-B), Ultraviolet-A (UV-A),
and Photosynthetically Active Radiation (PAR) penetrating the
biosphere (Eck et al., 1995)
* determination of the long-term trends in total ozone on both
regional (e.g., Antarctica) and global scales (Bowman 1988)
* study of spatial and temporal patterns, seasonal cycles, and
interannual variability of ozone (Bowman, 1986)
* use as a tracer of stratospheric dynamics in the 30-40 mb
region where the bulk of the ozone resides, including
correlations with wind and temperature patterns, especially
for transient phenomena such as Sudden Stratospheric Warmings
(Miller et al. 1976) and periodic phenomena such as the
Quasi-Biennial Oscillation (QBO) (Lait et al. 1989)
* input to radiative transfer models for use in providing
atmospheric corrections to satellite-observed radiances
(e.g., AVHRR and CZCS) for the determination of ocean color
and vegetation indices (Gordon and Clark 1981)
* intercomparison and validation with results derived from
other total ozone instrumentation such as the TIROS
Operational Vertical Sounder (TOVS) (Lienesch and Pardey,
1985)
Validation of Data
Numerous comparisons were made with various ground based Dobson
networks and with measurements taken from the summit of Mauna Loa.
The later comparison is made due to the close coincidence of
measurements by the two instruments, differing by 100 km in space
and 1 hour in time. Differences range from 2% to 4% for Dobson
network comparison, and 3 1/2% to 5% for the World Standard.
Contacts
Points of Contact
Science questions concerning the production and validation of this
data set should be directed to:
Dr. Richard D. McPeters
Code 916
NASA Goddard Space Flight Center
Greenbelt, MD 20771
e-mail: mcpeters@wrabbit.gsfc.nasa.gov
301-614-5224 (voice)
301-614-5268 (fax)
For information about or assistance in using any DAAC data,
contact
EOS Distributed Active Archive Center (DAAC)
Code 902.2
NASA Goddard Space Flight Center
Greenbelt, Maryland 20771
e-mail: daacuso@daac.gsfc.nasa.gov
301-614-5224 (voice)
301-614-5268 (fax)
References
Bhartia, P.K., J. Herman, R.D. McPeters, and O. Torres, 1993. The
effect of Mt. Pinatubo aerosols on total ozone measurements from
backscatter ultra violet (BUV) Experiments. J. Geophys. Res., 98,
18547-18554.
Bowman, K.P., 1986, Interannual variability of total ozone during
the breakdown of the Antarctic circumpolar vortex, Geophys. Res.
Lett.,, 13, 1193-1196.
Bowman, K.P., 1988, Global trends in total ozone, Science, 239,
48-50.
Dave, J.V. 1964. Meaning of successive iteration of the auxiliary
equation of radiative transfer. Astrophys. J., 140, 1292-1303.
Dave, J.V. 1978, Effect of aerosols on the estimate of total ozone
in an atmospheric column from the measurements of its ultraviolet
radiance, J. Atmos. Sci., 35, 899-911.
Eck, T.F., P.K. Bhartia, and J.B. Kerr, 1995, Satellite estimation
of spectral UVB irradiance using TOMS derived total ozone and UV
reflectivity, Geophys. Res. Lett., 22(5), 611-614.
Gordon, H.R., and D.K. Clark, 1981, Clear water radiances for
atmospheric correction of Coastal Zone Color Scanner imagery,
Appl. Optics, 20, 4175-4180.
Klenk, K.F., P.K. Bhartia, A.J. Fleig, V.G. Kaveeshwar, R.D.
McPeters, and P.M. Smith, 1982, Total ozone determination from the
Backscattered Ultraviolet (BUV) Experiment, J. Appl. Meteor., 21,
1672-1684.
Lait, L.R., M.R. Schoeberl, and P.A. Newman, 1989, Quasi-biennial
modulation of the Antarctic ozone depletion, J. Geophy. Res., 94,
559-571.
Lienesch, J.H., and P.K.K. Pardey, 1985, "The use of TOMS data in
evaluating and improving the total ozone from TOVS measurements",
Rep. NOAA-TR-NESDIS-23, Issue 22, 3814-3828.
Liou, K.-N., 1980, An Introduction to Atmospheric Radiation,
Academic Press, New York.
McPeters, R., and W.D Komhyr. 1991. Long-term changes in the Total
Ozone Mapping Spectrometer relative to world standard Dobson
Spectrometer 83. J. of Geophys. Res., 96, 2987-2993.
McPeters, R.D., P.K. Bhartia, A.J. Krueger, J. R. Herman, B.
Schlesinger, C.G. Wellemeyer, C. J. Seftor, G. Jaross, S.L.
Taylor, T. Swissler, O. Torres, G. Labow, W. Byerly, and R.P.
Cebula, 1996. Nimbus-7 Total Ozone Mapping Spectrometer (TOMS)
Data Products User's Guide. NASA Reference Publication 1384.
Miller, A.J., R.M. Nagatani, K.B. Labitzke, E. Klinker, K. Rose,
and D.F. Heath, 1976, Stratospheric ozone transport during the
mid-winter warming of December 1970-January 1971, paper presented
at Joint Symposium on Atmospheric Ozone, Dresden, Germany, August
9-16, 1976.
------------------------------------------------------------------------
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Last update:Tue Aug 19 11:27:57 EDT 1997
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