Automated Sea Ice Classification on dual- polarimetric...
Transcript of Automated Sea Ice Classification on dual- polarimetric...
Automated Sea Ice Classification on dual-polarimetric TerraSAR-X data Rudolf Ressel (Maritime Security Research, DLR)
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incident of the research vessel Akademik Shokalskiy trapped in pack ice
30.12.2013 TSX ScanSAR image
Motivation: assist navigation through ice-infested waters
Chart 2 Rudolf Ressel• 28 Jan. 2015
Main steps of the algorithm:
1. Select features
Ice type classification Aim: Classify the ice in near real time
TerraSAR-X image (ScanSAR)
2. Feed the features into a neural network neural network
feature extraction feature a feature c feature b
fast ice First year thick ice First year ice open water with <1/10 ice of unspecified SoD open water unknown
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20 km
• Wide footprint desirable for best navigational insight • Wide coverage in case of TerraSAR-X comes at the price of obtaining only
single polarization data
• Only classical image analysis possible, eg. texture features/second order statistics, image segmentation
• fully operatorless algorithms have not yet been achieved (season, geography, principal limitation of pure texture analysis)
explore polarimetric satellite SAR data
Ice Charting based on Single Polarization data
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Algorithmic approach
• Stripmap for widest dual-pol footprint available from TerraSAR-X
• Analysis based on lexicographic and Pauli basis covariance matrices
• To avoid computational overhead, investigate informational content of features by means of mutual information
• Supervised classification (neural network)
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Features and classes input into classification
Dominant classes: first year ice, gray ice , gray-white ice, open water Eigendecomposition based features: H/A/α , α1 Non-Eigendecomposition based features: • Span : tr(T)
• Geometric intensity: μ = (det(T))1/2
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• Copol Power Ratio <|SHH|²><|SVV|²>
• Phase difference: Δφ = φHH - φ VV
• Real part of copol cross product: |Re < SHH S∗
VV>|
• Correlation: <SHH S∗
VV><|SVV|²><|SHH|²>
• Surface scattering fraction: <|SHH +SVV|²>
span(T)
• Scattering Diversity: (1 - || T/span(T) ||²Frob)
Features and classes input into classification , continued
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Discriminative Power of features of different features
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RGB overlay of geometric intensity, scattering diversity, copol power ratio
• Mutual information:
I(X|Y) = H(X) – H(X|Y); (symmetric in X,Y)
• Redundancy: X,Y features, I(X|Y) high in terms of H(X) and H(Y)
• Relevance: Y feature, X class: I(X|Y) high compared to other features I(X2|Y), I(X3|Y),…
Mutual information, redundancy and relevance of features
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… 3. Correlation, 4. Entropy H, … 8. Anisotropy, .., 10. Scattering Diversity H,A, and Scattering Diversity share a high amount of mutual information
Redundancy of features
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Entropy H
Visual comparison H,A, Scattering Diversity
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Anisotropy A Scattering Diversity
• By two-class discriminative power (listing only top two most relevant features per class pair): o Copol power ratio o geom. intensity o span o real part of copol cr.prod. o surface scattering fraction o Scattering Diversity
• By all-class discriminative power (decreasing relevance, omitting H,A) Geom. Intens., span, copol power r., real part copol cr.prod. , surface sc.fr., α, Scattering Diversity
Relevance of features
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Conclusion: Eigendecomposition not needed, for reasons of avoiding computational overhead and memory consumption, use only:
• Copol power ratio • geometric intensity • scattering diversity, • real part of copol cross product • Span • surface scattering fraction • local variances of above features
Conclusion of relevance and redundancy analysis
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• FANN library, 3 hidden layers, 6/12 input neurons, 4 output neurons (ice types)
• Result on validation dataset : 1. Copol power ratio, geometric intensity, scattering diversity; local variance
2. Copol power ratio, geometric intensity, scattering diversity, real part of copol cross product, span, surface scattering fraction; local variance
Classification: Neural network
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Ice Type OW FY Ice GW Ice Gray Ice
Accuracy 90.0% 87.5% 76.0% 82.5%
Ice Type OW FY Ice GW Ice Gray Ice
Accuracy 92.7% 92.9% 83.5% 81.7%
Classification Result
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Open Water
Ice classification
Gray Ice
First Year Ice Gray-white Ice
Features used: copol power ratio, geometric intensity, Scattering diversity, local variances of copol mentioned features
Classification Result
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Open Water
Ice classification
Gray Ice
First Year Ice Gray-white Ice
Features used: copol power ratio, geometric intensity, Scattering diversity, span, real part of copol cross product, surface scattering fraction; local variances of mentioned features
• Sea ice classification works well on dualpol TSX data • Eigendecomposition based features (H/A) are redundant or irrelevant (α) in
terms of information content • Obtain more data over different geographical regions during different seasons
to explore generalizability • Optimize runtime for applicational purposes Literature: [1] Skrunes, S., Brekke, C., and Eltoft, T. (2014). Characterization of Marine Surface Slicks by Radarsat-2 Multipolarization Features. Geoscience and Remote Sensing, IEEE Transactions on, 52(9), 5302–5319 [2] Praks, J., Koeniguer, E., and Hallikainen, M. (2009). Alternatives to Target Entropy and Alpha Angle in SAR Polarimetry. Geoscience and Remote Sensing, IEEE Transactions on, 47(7), 2262–2274 [3] Marino, A. , Dierking, W. , Hajnsek, I. and Wesche, C. (2013): SAR polarimetry for classification of sea ice: a comparison of physical based algorithms on ICESAR data , ESA Living Planet Symposium, Edinburgh, Scotland, 9 September 2013 - 13 September 2013 [4] Dierking, W.; Skriver, H.; Gudmandsen, P. SAR polarimetry for sea ice classification. In: Applications of SAR Polarimetry and Polarimetric Interferometry. 2003. S. 18.
Conclusion and work in progress
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