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Domain Analysis of Radio Frequency Interference Detection Techniques for SMOS -Sidharth Misra and Christopher Ruf University of Michigan, Ann Arbor College of Engineering Department of Atmospheric, Oceanic & Space Sciences
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Outline Introduction Detection domains and algorithms –Visibility domain –Tb spatial domain –Visibility Tb spatial comparison Advantage Examples –Tb angular domain Algorithm description Pro’s and Cons –Tb spatial Tb angular comparison Advantage Examples Summary
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Introduction Motivation: Develop parameters for Aquarius RFI detection The SMOS data goes through a number of processing steps and RFI detection can be attempted at any of the intermediate domains –Visibility domain: Visibility vs. time (L1a data ) –Spatial domain: Brightness Temperature (Tb) vs. position –Angular domain: Tb vs. incidence angle –Polarimetric domain: Stokes (Tb) vs. natural max (Anomalous Stokes behavior) The first three RFI detection algorithms are briefly discussed and compared here in terms of signal-to-noise ratio, false-alarm etc.
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Visibility Domain Detection Algorithm Algorithm developed by E. Anterrieu Based on using the zeroth visibility data (other visibilities also considered) Algorithm performs a spline-fit of consecutive visibility samples Any outlier detected based on deviation from the spline is tagged as RFI Pros: –Detects RFI early in the signal processing flow –Has a lower NEDT noise level (~0.2K) compared to other domains –Can immediately identify and discard large sources that might be outside the alias-free zone –Is well suited for detecting continuous RFI sources –Can utilize the positive definite L2 norm property of the zeroth visibility RFI perturbations Cons: –Spatially localized RFI has a lower signal amplitude in the visibility domain than it does in the Tb domain
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Tb Spatial Domain Detection Algorithms Algorithm identifies ‘outliers’ or ‘spikes’ in the SMOS snapshot image Involves a moving spatial averaging window that compares the Tb in the pixel under test with the average of neighboring pixels RFI is flagged if the pixel Tb deviates from its neighboring values by a threshold value related to the NEDT Pros: –Signal-to-Noise level increases relative to Visibility domain Cons: –Natural geophysical variability within the averaging window can cause RFI false alarms –RFI can have a negative bias as well as positive bias due to phenomenon such as ringing
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Visibility Tb spatial comparison Samples in the Tb domain are N 1/2 times noisier than in the L1a domain, where N is the number of receiver pairs The signal amplification factor from the L1a to the Tb spatial domain is N Thus the overall increase in SNR from the L1a to the Tb domain is N 1/2 Minimum detectable RFI level (assuming SNR = 3) –L1a domain can detect RFI above V 0 = 0.6K Corresponds to Tb = 1560K –Tb domain can detect RFI above Tb = 15K Corresponds to V 0 = 0.005K
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Tb Angular Domain Algorithm Takes advantage of the fact that SMOS measures a single grid point over multiple incidence angles Tb has a characteristic dependence on incidence angle Algorithm description: –Assemble Tb values at one location vs. incidence angles –If the number of samples is large enough (>10), then a cubic fit is performed on the incidence angle dependence The cubic fit is only done for samples within a physically reasonable range (e.g. <320K) –The sample under test is compared to the best fit line –Deviations from the best fit line which are above or below a certain threshold (3sigma) are flagged as RFI
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Tb Angular Domain Detection Algorithm, cont. Pros: –Takes advantage of the fact that there is a coherent relationship between the sample under test and it’s neighboring samples at other incidence angles –A more accurate prediction can be made of the sample under test (fit vs. spatial mean) in the angular domain –Is not influenced by spatial variability of neighboring pixels, since it is fixed at one grid location –Is well suited to identification of time varying RFI Cons: –Cubic fit can be corrupted if most samples (vs. incidence angle) are corrupted by RFI
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Tb Spatial vs. Tb Angular Domain RFI Detection Example #2 – Positive RFI Detection in Angular Domain
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Spatial domain Island not falsely detected as RFI by Tb Angular algorithm Angular domain Tb Spatial vs. Tb Angular Domain RFI Detection Example #3 – Relative insensitivity to False Alarms over ocean in the angular domain
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Spatial domain Tb Spatial vs. Tb Angular Domain RFI Detection Example #4 – Tb Angular domain can differentiate between RFI positives and RFI false alarms
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Lake not confused as RFI by Tb Angular algorithm Spatial domain Angular domain Tb Spatial vs. Tb Angular Domain RFI Detection Example #5 – Relative insensitivity to False Alarms over land in the angular domain
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Tb Spatial vs. Tb Angular Domain RFI Detection Example #6 – “Negative” RFI 13 235K RFI
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Tb Angular Domain: RFI snapshot
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Summary Algorithms in three domains were compared and contrasted The visibility domain algorithm is very good at detecting RFI early in the processing pipeline, but at the cost of SNR (detectability) The spatial domain algorithm though has a relatively superior SNR, can suffer from image heterogeneity for low-level RFI The angular domain algorithm is independent of such heterogeneity and takes advantage of the smooth geophysical relationship between Tb and incidence angle The angular domain algorithm fit can suffer due to a high amount of RFI present Lack of “ground-truth” makes independent and comparative assessment of the performance of each algorithm difficult 15
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References 1.Y. H. Kerr, P. Waldteufel, J. P. Wigneron, S. Delwart, F. Cabot, J. Boutin, M. J. Escorihuela, J. Font, N. Reul, C. Gruhier, S. E. Juglea, M. R. Drinkwater, A. Hahne, M. Martin-Neira, and S. Mecklenburg, "The SMOS Mission: New Tool for Monitoring Key Elements ofthe Global Water Cycle," Proceedings of the IEEE, vol. 98, pp. 666-687, 2010. 2.J. E. Balling, S. S. Sobjaerg, S. S. Kristensen, and N. Skou, "RFI and SMOS: Preparatory campaigns and first observations from space," 2010 11th Specialist Meeting on Microwave Radiometry and Remote Sensing of the Environment, pp. 282-287, 2010. 3.A. Camps, J. Gourrion, J. M. Tarongi, A. Gutierrez, J. Barbosa, and R. Castro, "RFI analysis in SMOS imagery," in IEEE Geoscience and Remote Sensing Symposium (IGARSS), Proceedings, 2010, pp. 2007-2010. 4.H. M. J. Barre, B. Duesmann, and Y. H. Kerr, "SMOS: The Mission and the System," Geoscience and Remote Sensing, IEEE Transactions on, vol. 46, pp. 587-593, 2008. 5.E. Anterrieu, "On the detection and quantification of RFI in L1a signals provided by SMOS," Geoscience and Remote Sensing, IEEE Transactions on, vol. PP, (99), pp. 1-7 (IEEE Early Access), 2011. 6.L. Li, E. G. Njoku, E. Im, P. S. Chang, and K. S. Germain, "A preliminary survey of radio-frequency interference over the U.S. in Aqua AMSR-E data," Geoscience and Remote Sensing, IEEE Transactions on, vol. 42, pp. 380-390, 2004. 7.N. Skou, J. E. Balling, S. S. Sobjarg, and S. S. Kristensen, "Surveys and analysis of RFI in the SMOS context," in IEEE Geoscience and Remote Sensing Symposium (IGARSS), Proceedings, 2010, pp. 2011-2014. 8.K. Huang and S. Aviyente, "Sparse representation for signal classification," Advances in Neural Information Processing Systems, 2006. 16
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Back-up Slides 17
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An 1800K RFI point source = 0.69K in the L1a domain, which is just above the detection threshold of the L1a algorithm and will be detected by both algorithms Visibility vs. Tb Spatial Domain RFI Detection Example #1 SM_OPER_MIR_SCLF1C_20100708T101059_20100708T110500_344_001_1 – snapshot id = 35740243
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A 450K RFI point source = 0.17K in the L1a domain, which is below the detection threshold of the L1a algorithm Visibility vs. Tb Spatial Domain RFI Detection Example #2 SM_OPER_MIR_SCLF1C_20100708T101059_20100708T110500_344_001_1 – snapshot id = 35735541
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Tb Spatial Domain Detection Algorithm Example #1: Indistinct RFI spot
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Spatial domain 450 K RFI spot, detectable by both algorithms Angular domain Tb Spatial vs. Tb Angular Domain RFI Detection Example #4 – Positive RFI Detection in Both Domains
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