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Using Neural Nets to Derive Sensor- Independent Climate Quality Vegetation Data: AVHRR and MODIS NDVI Datasets Molly E. Brown David J. Lary Hamse Mussa

Molly E. Brown David J. Lary Hamse Mussa

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Using Neural Nets to Derive Sensor-Independent Climate Quality Vegetation Data: AVHRR and MODIS NDVI Datasets. Molly E. Brown David J. Lary Hamse Mussa. Outline. Multiple Sensors, One target: estimating ground vegetation variability through time - PowerPoint PPT Presentation

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Page 1: Molly E. Brown David J. Lary Hamse Mussa

Using Neural Nets to Derive Sensor-Independent Climate

Quality Vegetation Data:AVHRR and MODIS NDVI Datasets

Molly E. Brown

David J. Lary

Hamse Mussa

Page 2: Molly E. Brown David J. Lary Hamse Mussa

Outline

• Multiple Sensors, One target: estimating ground vegetation variability through time

• Inputs and Procedure for Neural Network training and correction

• Results of Correction: – Relationship to MODIS, Rainfall– Time Series at EOS sites

• Future Work

Page 3: Molly E. Brown David J. Lary Hamse Mussa

Global NDVI – A Key Data Input• Multiple satellites, multiple datasets

Page 4: Molly E. Brown David J. Lary Hamse Mussa

Differences between Sensors• Spectral Characteristics means variable

sensitivity to atmospheric interference such as clouds, ozone, scattering, etc.

Page 5: Molly E. Brown David J. Lary Hamse Mussa

Source of Differences, con’t

• Compositing Methods

• Spatial and Temporal Sampling

• Differences in atmospheric correction

• Diurnal cycle of surface-atmosphere properties affecting the sampling of land surface

• Others…This paper tries to address those differences caused by Atmospheric Interference of signal.

Page 6: Molly E. Brown David J. Lary Hamse Mussa

Neural Networks: Procedure

• Train Data on 80% of points, randomly sampled, on MODIS-AVHRR overlap period (Jan ‘00-Dec ‘03)– Root Mean Error of training tested on 10%, not

included in training– Fewer the inputs the better – inputs were chosen as

atmospheric constituents most likely to affect AVHRR sensor more than MODIS

• Apply Weighting Functions to input through time to correct the entire AVHRR archive using historical TOMS data (Jan ’82 – Dec ’03)

Page 7: Molly E. Brown David J. Lary Hamse Mussa

Input to Neural Networks

TOMS Reflectivity TOMS Ozone TOMS Aerosol

GISS Soil Map

GIMMS AVHRR VIg

MODIS NDVI

Topo Map

Page 8: Molly E. Brown David J. Lary Hamse Mussa

Neural Networks

20 Nodes

Input

Page 9: Molly E. Brown David J. Lary Hamse Mussa

Results

Difference Before NN

Difference After NN

Neural Net CorrectionRemoves high latitude differences, as well as those in the tropics.

Page 10: Molly E. Brown David J. Lary Hamse Mussa

24 years of NDVI data

Page 11: Molly E. Brown David J. Lary Hamse Mussa

Difference before correction

Difference after correction

Scatter plot of AVHRR-MODIS (x axis) vsCorrected AVHRR-MODIS(y axis)

Page 12: Molly E. Brown David J. Lary Hamse Mussa

Time Series

Time SeriesOf all threedatasets

Page 13: Molly E. Brown David J. Lary Hamse Mussa

Differences between AVHRR, MODISstill remain, but are less

Page 14: Molly E. Brown David J. Lary Hamse Mussa

Correcting GIMMS NDVIg with TOMS, SZA and Soils data

• Method has promise:– Is very flexible, can be used to fit AVHRR to SeaWiFS,

SPOT or MODIS datasets– Dataset correction improves the relationship between

AVHRR and MODIS in the tropics and northern latitudes

– Does not seem to remove interannual variability of AVHRR

– Uses observed conditions to correct differences due to aerosols and other atmospheric contaminants.

• Can be used to project NDVI as well – These results show the ‘zero month’ projection, but we can also do ‘one, two and three month’ projections