SSM/I Derived Global Ocean Surface Wind Components (Atlas et al.)

JPL PO.DAAC Product 079

Summary:

A set of horizontal wind vectors (speed and direction) over the global oceans, whose speed is mainly derived from observations taken by the DMSP SSM/I satellite instruments, and whose direction is assigned by an optimal combination of these speeds, an atmospheric model's output, and in-situ data. The dataset covers July 1987 to December 1996, covers the global oceans to latitude 78 degrees, and contains data on both swath and uniform space-time grids.

Table of Contents:

1. Data Set Overview:

Data Set Identification:

SSM/I Derived Global Ocean Surface Wind Components (Atlas et al.)
(JPL PO.DAAC Product 079)

Data Set Introduction:

Product Number: 079
SSM/I Derived Global Ocean Surface Wind Components (Atlas et al.)

Source/sensor: DMSP SSM/I, ECMWF wind analysis, ship and buoy reports

Coverage: July 1987 - December 1999, global (v.10)

Abstract:
This data set consists of surface wind vectors, nominally 10 m above the ocean surface, over the global oceans, between ± 78 degrees latitude, between July 1987 and December 1999.

It is the latest of several products derived by R. Atlas and colleagues (Goddard Space Flight Center, GSFC), and Ross N. Hoffman (Atmospheric and Environmental Research - AER), whereby the wind vector field is obtained by combining frequent, global SSM/I-derived wind speeds with a background wind vector field from an atmospheric model plus scattered ship and buoy observation, and minimization constraints on the smoothness in space and time of the resulting field. The key input data are the frequent, global 10m wind speeds in 25 km footprints from SSM/I, on DMSP flights 8, 10, 11, and 14 as computed by F. Wentz using his version 2 SSM/I algorithms (Remote Sensing Systems, RSS; Wentz, 1997); these provide the f; a background field from the European Center for Medium Range Weather Forecast (ECMWF, on a 2.5 degree, 6 hour grid) 10 m wind analyses; and buoy data from the equatorial Pacific's TAO array, as well as scattered ship and buoy observations obtained organized at the National Center for Atmospheric Research and NOAA's National Center for Environmental Prediction. A Variational Analysis Method (VAM, Atlas et al., 1996; modified from Hoffman, 1984) yields a wind vector field that minimizes its sums of squared departures from ship and buoy data, from SSMI data, from background grids, and also minimizes the sums of squared speed, divergence, vorticity, and time derivative of vorticity.

This data product includes several datasets, identified by a 'level' number. Level 2.5 data sets contain swath SSM/I wind speeds, weight-averaged from their original 25 km samples to 75 km spatial bins, in 6 hour time bins, with their VAM-assigned directions. Level 3.0 contain the VAM output, uniform space-time gridded wind vectors, on a 2 deg latitude, 2.5 deg longitude, 6 hour grid. Level 3.5 product contains 5 day averages and monthly averages of the Level 2.5 data, on the same spatial grid as the level 3.0 data.

The gridded data (levels 3.0 and 3.5) are on the following grid:

      rdata(i,j)
       i = 1,2,...,144 ==> lon = -180.0,-177.5,...,177.5
       j = 1,2,...,91  ==> lat = -90.0,-88.0,...,90.0
Documentation and software are available on line. The data sets are segmented by month.

For more information, please see: http://www.ssmi.com.

Data Set Vol:

       ~6.3MB per month for Level 3.0 data 
       ~25MB per month for Level 2.5 data 
       ~0.1MB for Level 3.5 data 
Smallest order: Entire data set unless accessed via FTP.
Std. Product: FTP or 8mm tape in UNIX TAR.
Data/Media Formats: Data is in HDF UNIX Tar. Data are provided on 8mm tape using UNIX Tar or via anonymous FTP to podaac.jpl.nasa.gov in the pub/ocean_wind/ssmi/atlas_ssmi_ver10/ directory.

References:
Atlas, R., R.Hoffman, S.Bloom, J.Jusem, J.Ardizzone,1996: A Multi-year Global Surface Wind Velocity Data Set Using SSM/I Wind Observations. Bull. Amer. Meteor. Soc. May 1996, Vol.77, No.5, pp 869 - 882.

Hoffman, R.N., 1984: SASS wind ambiguity removal by direct minimization. Part II: Use of smoothness and dynamical constraints., Monthly Weather Rev., 112, 1829-1852.

Wentz, F.J., 1997: A well-calibrated ocean algorithm for Special Sensor Microwaver/Imager, J. Geophys. Res., 102 (C4), pp8703-8718.

Notes: This product supersedes product 044 because it covers a longer period and uses Wentz's version-2 SSM/I data processing.

Objective/Purpose:

To provide a consistent set of wind vectors over the global oceans, starting in July 1987, while overcoming the inability of the passive microwave radiometer aboard DMSP SSM/I to measure wind direction.

Summary of Parameters:

East component of wind vector, in m/s (level 3 and 3.5)
North component of wind vector, in m/s (level 3 and 3.5)
Wind Speed, in m/s (level 2.5)
Wind direction, in degrees clockwise from North (level 2.5)

Related Data Sets:

The European Space Agency's ERS-1 satellite carries a one sided scatterometer that measured wind vector over the global oceans starting in late 1991. See http://www.ifremer.fr/cersat
SSM/I DMSP F-8 ocean wind speed, liquid water, water vapor '87-'91 (Wentz) (JPL PO-DAAC Product 33), and from DMSP F10 (Product 34)
The latest SSMI-only products are available from F. Wentz at http://www.ssmi.com

2. Investigator(s):

Investigator(s) Name and Title:

Dr. Robert Atlas, Data Assimilation Office. Laboratory for Atmospheres. NASA Goddard Space Flight Center, code 910.4, Greenbelt MD 20771. email:atlas@dao.gsfc.nasa.gov

Contact Information:

Joseph Ardizzone
Data Assimilation Office, Laboratory for Atmospheres
NASA Goddard Space Flight Center
email: ardizzone@dao.gsfc.nasa.gov

3. Theory of Measurements:

The brightness temperatures sensed by a passive radiometer such as SSM/I are a function of radiation emitted both by the sea surface and the intervening atmosphere. The radiation from the sea surface in turn is a function of both its temperature and the wind blowing over and roughening the surface.

4. Equipment:

Sensor/Instrument Description:

'The SSM/I sensor consists of seven separate total-power radiometers sharing a common feedhorn. These seven radiometers take dual-polarization measurements at 19.35, 37.0 and 85.5 Ghz, and just a vertical polarization measurement at 22.235 Ghz. The SSM/I uses an offset parabolic reflector of dimensions 61 by 66 cm to collect the microwave radiation. The reflector focuses the radiation into the corrugated, broadband, seven port feedhorn. The reflector and feedhorn spin as a unit about the nadir axis. The rotation period is 1.9 s. A cold space reflector and a hot reference load are attached to the spin axis and do not rotate. The rotating feedhorn observes the fixed cold reflector and hot load once each scan. In this way, calibration observastions are taken every scan' (verbatim from Wentz, 1997, copyright American Geophysical Union).

'Earth observations are taken during a 102.4 degree segment of the rotation. The 102.4° arc is centered on the spacecraft subtrack, and corresponds to a 1400 km wide swath on the Earth's surface. The 1400 km swath and the orbit inclination of 98.8 degrees provide complete coverage of the Earth in 2 to 3 days, except for two small circular holes of 2.4 degrees centered on the North and South poles. The nadir angle for the Earth viewing reflector is 45 degrees, which results in an Earth incidence angle of 53.4 ± 0.25 degrees. The lower frequency channels (19, 22, and 37 Ghz) are sampled so that the pixel spacing is 25 km, and the 85 Ghz channels are sampled at a 12.5 km pixel spacing.' (verbatim from Wentz, 1997, copyright American Geophysical Union).

Further details on the SSM/I sensor can be found in the same reference (Wentz, 1997)

For descriptions of the sensors in the TAO buoys, please see http://www.pmel.noaa.gov/toga-tao.

The sensors in the various buoys and ship reports provided by NCAR and NCEP are unknown.

Collection Environment:

DMSP: Near-Earth orbit. The DMSP satellites fly in a near polar orbit (98.8 degrees), at altitudes around 860 km.
TAO Buoys: moored at low latitude across the Equatorial Pacific.
Other buoys: ocean surface in the Atlantic ocean.

Source/Platform:

DMSP: Defense Meteorological Satellite Program satellites. The data for this dataset came from three satellites: DMSP F8, DMSP F10, DMSP F11. Their data availability is:

              F08 SSM/I  Jul 1987 to Dec 1991
              F10 SSM/I  Jan 1991 to present
              F11 SSM/I  Jan 1992 to present
              F13 SSM/I  May 1995 to present
              F14 SSM/I  May 1997 to present

Source/Platform Mission Objectives:

DMSP: Operational U.S. Air Force meteorological sensing. The mission of the DMSP is to provide global, visual and infrared cloud data and other specialized near real-time meteorological, oceanographic and solar-geophysical data required to support worldwide Department of Defense operations and high-priority programs. Timely data are supplied to Air Force Global Weather Central, the Navy Fleet Numerical Oceanography Center and to deployed tactical receiving terminals worldwide.

TAO: measure near-equatorial ocean currents, temperatures, and atmospheric forcing to aid in seasonal to interannual weather assessment.

Key Variables:

Wind Speed, Wind direction, East and North Wind components.

Principles of Operation:

See Sensor/Instrument Description

Sensor/Instrument Measurement Geometry:

The scene is viewed over a scan angle of 102.4° centered on the ground track aft of the satellite, resulting in a scene swath width of 1394 km. The spatial resolution of the SSM/I footprints vary from 13-70 km depending on the frequency. The spatial sampling interval is 25 km for all frequencies, except 85.5 GHz, which is sampled at 12.5 km intervals.

SSM/I orbit and scan geometry from [Hollinger et al., 1987]

See Sensor/Instrument Description

Manufacturer of Sensor/Instrument:

Hughes Aircraft Company

Calibration:

Atlas et al (1996) performed a systematic check of the level 3.0 data included here against TAO buoy observations witheld from the VAM analysis, as well as against the SSM/I wind speeds and ECMWF wind vectors. They concluded that the VAM level 3.0 differed from the more accurate TAO buoys by 0.2 ± 1.4 m/s and -3.1 ± 20 degrees. It differed from the other buoy and ship reports by 0 ± 2.6 m/s and 0 ± 20 degrees. While the difference from the ECMWF background field was larger, it is to be expected simply from the absence of direct observation of winds over huge parts of the ocean to constrain the model. Of course, these values include a certain level of energy just due to the difference in time and location between in-situ and VAM estimates, a difference Atlas et al. did not attempt to estimate.

Wentz (1997) in turn calibrated his SSM/I wind speeds using selected buoys for the 1978-80 time period. He found about 1.3 m/s RMS difference and estimated at 0.94 m/s the RMS difference just due to the (small) space and time mismatch between SSM/I observation and in-situ observation.

5. Data Acquisition Methods:

The downlinked SSM/I data are processed by F. Wentz at Remote Sensing Systems. His output is used as input by R. Atlas and colleagues at GSFC. The TAO buoy data were supplied to R. Atlas by NOAA's Pacific Marine and Environmental Laboratory, Seattle, Washington. The rest of the in-situ data were provided by the National Center for Atmospheric Research and the National Center for Environmental Prediction, who received them via GTS.

6. Observations:

Data Notes:

No additional notes.

Field Notes:

No additional notes.

7. Data Description:

Spatial Characteristics:

Spatial Coverage:

This data product includes several datasets, identified by a 'level' number.

  • Level 2.5 data sets contain alongtrack SSM/I wind speeds, weight-averaged from their original 25 km samples to 75 km spatial bins, in 6 hour time bins, with their VAM-assigned directions.

  • Level 3.0 contain the VAM output, uniform space-time gridded wind vectors, on a 2 deg latitude, 2.5 deg longitude, 6 hour grid.

  • Level 3.5 product contains 5 day averages and monthly averages of the level 2.5 data, on the same spatial grid as the level 3.0 data.

Extensions will be made as SSM/I data becomes available. All data sets contain North and East components of the wind in m/s at the reference 10 m height.

The gridded data (levels 3.0 and 3.5) are on the following grid:

      rdata(i,j)
       i = 1,2,...,144 ==> lon = -180.0,-177.5,...,177.5
       j = 1,2,...,91  ==> lat = -90.0,-88.0,...,90.0

Spatial Coverage Map:

One DMSP SSM/I satellite yields the 1-day coverage shown below. When two satellites operate simultaneously, the daily coverage is 100% within the latitude bounds.

Spatial Resolution:

See Spatial Coverage

Projection:

The level 3 and 3.5 data are on a linear latitude-longitude grid. The level 2.5 data are not on a regular grid.

Grid Description:

See Spatial Coverage

Temporal Characteristics:

Temporal Coverage:

July 1987 to December 1996. Although at times 2 or more satellites are observing, data gaps do occur and some days do not have SSM/I data.

Temporal Coverage Map:

A tabular 'map' of time gaps follows:

F08 SSMI wind speed data were unavailable for the following times

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Date=910113 Time=6

Date=910113 Time=12

Date=910113 Time=18

Date=910114 Time=0

Date=910114 Time=6

Date=910114 Time=12

Date=910115 Time=0

Date=910115 Time=6

Date=910115 Time=12

Date=910116 Time=0

Date=910116 Time=6

Date=910117 Time=6

Date=910117 Time=18

Date=910118 Time=6

Date=910118 Time=18

Date=910119 Time=6

Date=910119 Time=18

Date=910120 Time=18

Date=910121 Time=6

Date=910122 Time=6

Date=910122 Time=18

Date=910123 Time=0

Date=910123 Time=6

Date=910124 Time=6

Date=910124 Time=18

Date=910125 Time=6

Date=910125 Time=18

Date=910126 Time=6

Date=910126 Time=18

Date=910127 Time=18

Date=910128 Time=6

Date=910128 Time=18

Date=910129 Time=6

Date=910129 Time=18

Date=910130 Time=6

Date=910130 Time=18

Date=910131 Time=6

Date=910131 Time=18

Date=910201 Time=0

Date=910201 Time=6

Date=910201 Time=18

Date=910202 Time=0

Date=910202 Time=6

Date=910202 Time=12

Date=910202 Time=18

Date=910203 Time=0

Date=910203 Time=6

Date=910203 Time=12

Date=910203 Time=18

Date=910204 Time=0

Date=910204 Time=6

Date=910204 Time=12

Date=910204 Time=18

Date=910205 Time=0

Date=910205 Time=6

Date=910205 Time=12

Date=910205 Time=18

Date=910206 Time=0

Date=910206 Time=6

Date=910206 Time=12

Date=910206 Time=18

Date=910207 Time=0

Date=910207 Time=6

Date=910207 Time=12

Date=910207 Time=18

Date=910208 Time=0

Date=910208 Time=6

Date=910208 Time=12

Date=910208 Time=18

Date=910209 Time=12

Date=910209 Time=18

Date=910210 Time=0

Date=910210 Time=6

Date=910210 Time=12

Date=910210 Time=18

Date=910211 Time=0

Date=910211 Time=6

Date=910211 Time=12

Date=910211 Time=18

Date=910212 Time=0

Date=910212 Time=6

Date=910212 Time=12

Date=910213 Time=6

Date=910214 Time=6

Date=910215 Time=6

Date=910216 Time=6

Date=910217 Time=0

Date=910217 Time=6

Date=910218 Time=0

Date=910218 Time=6

Date=910219 Time=6

Date=910220 Time=6

Date=910224 Time=6

Date=910224 Time=12

Date=910224 Time=18

Date=910225 Time=0

Date=910225 Time=6

Date=910225 Time=12

Date=910302 Time=6

Date=910303 Time=12

Date=910303 Time=18

Date=910304 Time=0

Date=910304 Time=6

Date=910304 Time=12

Date=910305 Time=18

Date=910307 Time=18

Date=910310 Time=0

Date=910310 Time=6

Date=910310 Time=12

Date=910310 Time=18

Date=910313 Time=0

Date=910313 Time=12

Date=910319 Time=18

Date=910325 Time=18

Date=910326 Time=0

Date=910326 Time=6

Date=910327 Time=6

Date=910327 Time=12

Date=910327 Time=18

Date=910328 Time=0

Date=910328 Time=6

Date=910328 Time=12

Date=910328 Time=18

Date=910329 Time=0

Date=910329 Time=6

Date=910329 Time=12

Date=910329 Time=18

Date=910330 Time=0

Date=910330 Time=6

Date=910330 Time=12

Date=910330 Time=18

Date=910331 Time=0

Date=910331 Time=6

Date=910331 Time=12

Date=910331 Time=18

Date=910401 Time=0

Date=910401 Time=6

Date=910401 Time=12

Date=910401 Time=18

Date=910402 Time=0

Date=910402 Time=6

Date=910402 Time=12

Date=910402 Time=18

Date=910403 Time=0

Date=910403 Time=6

Date=910403 Time=12

Date=910403 Time=18

Date=910404 Time=0

Date=910404 Time=6

Date=910404 Time=12

Date=910404 Time=18

Date=910405 Time=0

Date=910405 Time=6

Date=910405 Time=12

Date=910405 Time=18

Date=910406 Time=0

Date=910406 Time=6

Date=910406 Time=12

Date=910406 Time=18

Date=910407 Time=0

Date=910407 Time=6

Date=910407 Time=12

Date=910407 Time=18

Date=910408 Time=0

Date=910408 Time=6

Date=910408 Time=12

Date=910408 Time=18

Date=910409 Time=0

Date=910409 Time=6

Date=910409 Time=12

Date=910409 Time=18

Date=910410 Time=0

Date=910410 Time=6

Date=910410 Time=12

Date=910410 Time=18

Date=910411 Time=0

Date=910411 Time=6

Date=910411 Time=12

Date=910411 Time=18

Date=910412 Time=0

Date=910412 Time=6

Date=910412 Time=12

Date=910412 Time=18

Date=910413 Time=0

Date=910413 Time=6

Date=910413 Time=12

Date=910413 Time=18

Date=910414 Time=0

Date=910414 Time=6

Date=910414 Time=12

Date=910414 Time=18

Date=910415 Time=0

Date=910415 Time=6

Date=910415 Time=12

Date=910415 Time=18

Date=910416 Time=0

Date=910416 Time=6

Date=910416 Time=12

Date=910416 Time=18

Date=910417 Time=0

Date=910417 Time=6

Date=910417 Time=12

Date=910417 Time=18

Date=910418 Time=0

Date=910418 Time=6

Date=910418 Time=12

Date=910419 Time=6

Date=910419 Time=12

Date=910430 Time=0

Date=910430 Time=6

Date=910430 Time=12

Date=910508 Time=12

Date=910508 Time=18

Date=910509 Time=0

Date=910513 Time=12

Date=910517 Time=18

Date=910518 Time=0

Date=910519 Time=18

Date=910520 Time=6

Date=910520 Time=12

Date=910531 Time=12

Date=910602 Time=6

Date=910602 Time=12

Date=910610 Time=12

Date=910611 Time=6

Date=910611 Time=12

Date=910618 Time=6

Date=910623 Time=6

Date=910626 Time=12

Date=910628 Time=6

Date=910712 Time=0

Date=910714 Time=12

Date=910714 Time=18

Date=910715 Time=0

Date=910715 Time=6

Date=910718 Time=6

Date=910719 Time=0

Date=910719 Time=6

Date=910725 Time=0

Date=910725 Time=6

Date=910728 Time=6

Date=910728 Time=12

Date=910728 Time=18

Date=910729 Time=0

Date=910729 Time=6

Date=910729 Time=12

Date=910729 Time=18

Date=910730 Time=0

Date=910730 Time=6

Date=910730 Time=12

Date=910730 Time=18

Date=910731 Time=0

Date=910731 Time=6

Date=910731 Time=12

Date=910802 Time=12

Date=910806 Time=6

Date=910808 Time=0

Date=910808 Time=6

Date=910809 Time=6

Date=910810 Time=6

Date=910813 Time=6

Date=910814 Time=18

Date=910818 Time=6

Date=910823 Time=6

Date=910825 Time=6

Date=910826 Time=6

Date=910830 Time=6

Date=910903 Time=6

Date=910905 Time=6

Date=910906 Time=12

Date=910915 Time=6

Date=910916 Time=6

Date=910917 Time=6

Date=910922 Time=6

Date=910926 Time=0

Date=910926 Time=6

Date=911005 Time=12

Date=911006 Time=6

Date=911017 Time=12

Date=911102 Time=12

Date=911109 Time=6

Date=911109 Time=12

Date=911111 Time=0

Date=911112 Time=18

Date=911130 Time=6

Date=911205 Time=6

Date=911206 Time=6

Date=911206 Time=12

Date=911206 Time=18

Date=911207 Time=0

Date=911207 Time=6

Date=911207 Time=12

Date=911207 Time=18

Date=911208 Time=0

Date=911208 Time=6

Date=911208 Time=12

Date=911208 Time=18

Date=911209 Time=0

Date=911209 Time=6

Date=911209 Time=12

Date=911209 Time=18

Date=911210 Time=0

Date=911210 Time=6

Date=911210 Time=12

Date=911210 Time=18

Date=911211 Time=0

Date=911211 Time=6

Date=911211 Time=12

Date=911211 Time=18

Date=911212 Time=0

Date=911212 Time=6

Date=911212 Time=12

Date=911213 Time=0

Date=911213 Time=6

Date=911214 Time=0

Date=911214 Time=6

Date=911214 Time=12

Date=911214 Time=18

Date=911215 Time=0

Date=911215 Time=6

Date=911215 Time=12

Date=911215 Time=18

Date=911216 Time=0

Date=911216 Time=6

Date=911216 Time=12

Date=911216 Time=18

Date=911217 Time=0

Date=911217 Time=6

Date=911217 Time=12

Date=911217 Time=18

Date=911218 Time=0

Date=911218 Time=6

Date=920303 Time=18

Date=920606 Time=12

Date=920606 Time=18

Date=920607 Time=0

Date=920607 Time=6

Date=920607 Time=12

Date=920607 Time=18

Date=920608 Time=0

Date=920715 Time=0

Date=921226 Time=0

Date=930103 Time=18

Date=930104 Time=0

Date=930104 Time=6

Date=930104 Time=12

Date=930107 Time=12

Date=930219 Time=0

Date=930304 Time=18

Date=930423 Time=0

Date=930424 Time=0

Date=930424 Time=6

Date=930424 Time=12

Date=930424 Time=18

Date=930425 Time=0

Date=930425 Time=6

Date=930425 Time=12

Date=930425 Time=18

Date=930426 Time=6

Date=930426 Time=12

Date=930617 Time=12

Date=930908 Time=18

Date=931117 Time=18

Date=931209 Time=0

Date=931209 Time=6

Date=931209 Time=12

Date=931211 Time=6

Date=931211 Time=12

Date=931215 Time=6

Date=931215 Time=12

Date=931216 Time=18

Date=931217 Time=0

Date=931228 Time=6

Date=931228 Time=12

Date=940101 Time=12

Date=940102 Time=0

Date=940329 Time=6

Date=940509 Time=12

Date=940608 Time=0

Date=940619 Time=12

Date=940629 Time=0

Date=940717 Time=6

Date=940717 Time=12

Date=940717 Time=18

Date=940718 Time=0

Date=940718 Time=6

Date=940718 Time=12

Date=940718 Time=18

Date=940719 Time=0

Date=940719 Time=6

Date=940719 Time=12

Date=940719 Time=18

Date=940720 Time=0

Date=940720 Time=6

Date=940720 Time=12

Date=940720 Time=18

Date=940721 Time=0

Date=940721 Time=6

Date=940721 Time=12

Date=940721 Time=18

Date=940722 Time=0

Date=940722 Time=6

Date=940722 Time=12

Date=940722 Time=18

Date=940723 Time=0

Date=940723 Time=6

Date=940723 Time=12

Date=940723 Time=18

Date=940724 Time=0

Date=940724 Time=6

Date=940724 Time=12

Date=940724 Time=18

Date=940725 Time=0

Date=940725 Time=6

Date=940725 Time=12

Date=940725 Time=18

Date=940726 Time=0

Date=940726 Time=6

Date=940726 Time=12

Date=940726 Time=18

Date=940727 Time=0

Date=940727 Time=6

Date=940727 Time=12

Date=940727 Time=18

Date=940728 Time=0

Date=940728 Time=6

Date=940728 Time=12

Date=940728 Time=18

Date=940729 Time=0

Date=940729 Time=6

Date=940729 Time=12

Date=940920 Time=18

Date=940921 Time=6

Date=940921 Time=12

Date=941101 Time=12

Date=941213 Time=0

Date=941225 Time=12

 

F11 SSMI wind speed data were unavailable for the following times:

Date=920214 Time=0

Date=920214 Time=6

Date=920215 Time=0

Date=920606 Time=12

Date=920606 Time=18

Date=920607 Time=0

Date=920607 Time=6

Date=920607 Time=12

Date=920607 Time=18

Date=920617 Time=12

Date=920617 Time=18

Date=920618 Time=0

Date=920618 Time=6

Date=920618 Time=12

Date=920618 Time=18

Date=920619 Time=0

Date=920715 Time=0

Date=920716 Time=6

Date=920903 Time=0

Date=920903 Time=6

Date=921001 Time=18

Date=921106 Time=18

Date=921207 Time=6

Date=921213 Time=18

Date=921222 Time=6

Date=921222 Time=12

Date=921230 Time=12

Date=921230 Time=18

Date=921231 Time=0

Date=921231 Time=6

Date=930104 Time=0

Date=930104 Time=6

Date=930104 Time=12

Date=930104 Time=18

Date=930105 Time=0

Date=930108 Time=6

Date=930118 Time=0

Date=930301 Time=18

Date=930311 Time=0

Date=930311 Time=6

Date=930311 Time=12

Date=930713 Time=18

Date=931117 Time=18

Date=931209 Time=0

Date=931209 Time=6

Date=931209 Time=12

Date=931211 Time=6

Date=931211 Time=12

Date=931216 Time=18

Date=931217 Time=0

Date=931228 Time=6

Date=931228 Time=12

Date=940101 Time=12

Date=940217 Time=12

Date=940608 Time=0

Date=940629 Time=0

Date=940720 Time=6

Date=940720 Time=12

Date=940720 Time=18

Date=940721 Time=0

Date=940721 Time=6

Date=940721 Time=12

Date=940722 Time=6

Date=940722 Time=12

Date=941111 Time=18

Date=941120 Time=0

Date=941120 Time=6

Date=941120 Time=12

Date=941120 Time=18

Date=941121 Time=0

Date=941121 Time=6

Date=941121 Time=12

Date=941121 Time=18

Date=941122 Time=0

Date=941122 Time=6

Date=941122 Time=12

Date=941213 Time=0

 

Temporal Resolution:

See Spatial Coverage

Data Characteristics:

Parameter/Variable:

  • North Wind Component, meters/sec
  • East Wind Component, meters/sec
  • Wind Speed, meters/sec
  • Wind Direction, degrees clockwise from North.

The winds are given at the reference height of 10 m.

Sample Data Record:

 Enter HDF filename:  atlas.ssmi.ver02.level2.5.jan93.hdf

 Dataset Name is VAM SSMI F10F11 
  
 Current date/time is       930101           0
  
 LATSSTNDHGHT  10:  -62.97821       62.95599            8204           0
 LONSSTNDHGHT  10:  -179.9891       179.9947            8204           0
 UWNDSTNDHGHT  10:  -18.93246       24.92874            8204           0
 VWNDSTNDHGHT  10:  -17.79962       19.43052            8204           0
  
 Current date/time is       930101       60000
  
 LATSSTNDHGHT  10:  -62.99765       72.88998            9817        8204
 LONSSTNDHGHT  10:  -179.9947       179.9947            9817        8204
 UWNDSTNDHGHT  10:  -24.15235       21.42033            9817        8204
 VWNDSTNDHGHT  10:  -19.31577       18.45027            9817        8204
  
 Current date/time is       930101      120000
  
 LATSSTNDHGHT  10:  -62.98932       72.92886           10845       18021
 LONSSTNDHGHT  10:  -171.6150       152.3147           10845       18021
 UWNDSTNDHGHT  10:  -17.48466       18.68465           10845       18021
 VWNDSTNDHGHT  10:  -15.14695       18.00348           10845       18021
  
 Current date/time is       930101      180000
  
 LATSSTNDHGHT  10:  -62.89767       72.98996            2425       28866
 LONSSTNDHGHT  10:  -179.9781       179.9947            2425       28866
 UWNDSTNDHGHT  10:  -17.60430       21.80975            2425       28866
 VWNDSTNDHGHT  10:  -20.36561       20.69033            2425       28866
  

8. Data Organization:

Data Granularity:

A general description of data granularity as it applies to the Earth Observing System Data Gateway appears in the EOSDIS Glossary.

The level 3 and 3.5 granule is one daily, 5 day or monthly map.

Data Format:

Data is in HDF (Hierarchical Data Format) UNIX Tar.

9. Data Manipulations:

Formulae:

Derivation Techniques and Algorithms:

See Atlas et al., 1996

Data Processing Sequence:

See Atlas et al., 1996

Calculations:

Special Corrections/Adjustments:

See Atlas et al., 1996

Calculated Variables:

Wind components

Graphs and Plots:

None

10. Errors:

Sources of Error:

See Wentz, 1997.

Quality Assessment:

See Atlas et al., 1996

11. Notes:

Limitations of the Data:

No additional information.

Known Problems with the Data:

Not known.

Usage Guidance:

See Atlas et al., 1996

Any Other Relevant Information about the Study:

None

12. Application of the Data Set:

See, for example, Liu et al., 1996.

13. Future Modifications and Plans:

Planned addition of data past December 1996.

14. Software:

Software Description:

The following software, test inputs and outputs, are available with 
the IDF version of the data:
  Makefile            245 bytes Fri Mar  8 00:00:00 1996 
  README                2 Kb    Fri Mar  8 00:00:00 1996 
  idf.doc.ps           29 Kb    Fri Mar  8 00:00:00 1996 Postscript Document
  idfio.f              12 Kb    Wed Feb  7 00:00:00 1996 
  idftest.f             5 Kb    Wed Feb  7 00:00:00 1996 
  idfutil.f             1 Kb    Wed Feb  7 00:00:00 1996 
  pack.f               23 Kb    Wed Feb  7 00:00:00 1996 
  test.dgla           102 Kb    Mon Mar 11 00:00:00 1996 
  test.output         438 bytes Fri Mar  8 00:00:00 1996 
  test.tgla           704 bytes Mon Mar 11 00:00:00 1996 

The following software, test inputs and outputs, are available with 
the HDF version of the data:
  Makefile            235 bytes Wed Jun 26 00:00:00 1996 
  README                2 Kb    Fri Mar  8 00:00:00 1996 
  gzip-1.2.4.tar.Z    320 Kb    Fri Mar  8 00:00:00 1996 application/x-compressed
  hdf.doc.ps          111 Kb    Fri Mar  8 00:00:00 1996 Postscript Document
  hdftest.f             9 Kb    Thu Mar  7 00:00:00 1996 
  test.hdf            113 Kb    Fri Mar  8 00:00:00 1996 
  test.output         409 bytes Fri Mar  8 00:00:00 1996 

Software Access:

ftp://podaac.jpl.nasa.gov/pub/ocean_wind/ssmi/atlas_ssmi_ver10/

15. Data Access:

Contact Information:

User Services Office
Physical Oceanography Distributed Active Archive Center (PO.DAAC)
Jet Propulsion Laboratory (JPL)

Phone: (626) 744-5508
Fax: (626) 744-5506
Email: podaac@podaac.jpl.nasa.gov
URL: http://podaac.jpl.nasa.gov

Data Center Identification:

Jet Propulsion Laboratory (JPL)
Physical Oceanography Archive Center (PO.DAAC)

Procedures for Obtaining Data:

Data are available through the PO.DAAC anonymous ftp site:

ftp podaac.jpl.nasa.gov
name: anonymous
password: use email address
cd /pub/ocean_wind/ssmi/derived_winds

To order data on 8mm tapes, please contact the User Services Office.

Data Center Status/Plans:

PO-DAAC is the primary NASA archive for physical oceanographic satellite data and derived products, and will continue to acquire wind data over the oceans from this and other sources.

16. Output Products and Availability:

Two products are available, one in HDF format, one in IDF format. Both are described above.

17. References:

Atlas, R., R.Hoffman, S.Bloom, J.Jusem, J.Ardizzone,1996. A Multi-year Global Surface Wind Velocity Data Set Using SSM/I Wind Observations. Bull. Amer. Meteor. Soc. May 1996, Vol.77, No.5, pp 869-882.

Hoffman, R.N., 1984. SASS wind ambiguity removal by direct minimization. Part II: Use of smoothness and dynamical constraints., Monthly Weather Rev., 112, 1829-1852.

Hollinger, J.P., J.L. Peirce, G.A. Poe, 1990. SSM/I instrument evaluation. IEEE Transactions on Geoscience and Remote Sensing, 28(5), 781-790.

Hollinger J.P., 1989. "DMSP Special Sensor Microwave/Imager calibration/validation," NRL Tech. Rep., Naval Research Laboratory, Washington D.C.

Liu, W.T., W. Tang and R. Atlas, 1996. Responses of the tropical Pacific to wind forcing as observed by spaceborne sensors and simulated by an ocean general circulation model. J. Geophys. Res., 101, p16,345-16,359.

Wentz, F.J., 1997. A well-calibrated ocean algorithm for Special Sensor Microwaver/Imager, J. Geophys. Res., 102 (C4), pp8703-8718.

Wentz, F.J., 1992. Measurement of Oceanic Wind Vector Using Satellite Microwave Radiometers, IEEE Transactions on Geoscience and Remote Sensing, 30(5), 960-972.

Wentz, F.J., 1992. "Revision-1 Update For SSM/I Geophysical Tapes User's Manual," RSS Technical Report 040792, Remote Sensing Systems, Santa Rosa, CA, 11 pp.

Wentz, F.J., 1989. "User's Manual SSM/I Geophysical Tapes, "RSS Technical Report 060989, Remote Sensing Systems, Santa Rosa, CA, 16 pp.

Wentz, F.J., 1988. "User's Manual SSM/I Antenna Temperature Tapes, "RSS Technical Report 032588, Remote Sensing Systems, Santa Rosa, CA, 36 pp.

Wentz, F.J., L.A. Mattox, and S. Peteherych, 1986. New algorithms for microwave measurements of ocean winds: Applications to SEASAT and the Special Microwave Imager, J. Geophys. Res., 91(C2), 2289-2307.

18. Glossary of Terms:

DMSP
A series of spacecraft controlled by the Defense Meteorology Satellite Program which originated as a long-term U.S. Air Force effort but are now declassified.

SSM/I
Special Sensor Microwave Imager, flown on board the DMSP-F8, is designed to measure ocean surface wind speed, ice coverage and age, cloud water content, rainfall and atmospheric vertical temperature and humidity profiles.

Wind Speed
Scalar value of the magnitude of the wind speed at the surface, in meters per second.

19. List of Acronyms:

20. Document Information:

Document Revision Date:

6 August 1997 (V. Zlotnicki)

Document Review Date:

2 April 1998 (K. Case)

Document ID:

Citation:

Document Curator:

PO.DAAC User Services Office

Document URL:

http://podaac.jpl.nasa.gov:2031/DATASET_DOCS/ssmi_atlas_wind.html