Abstract

The clutter severely decreases the target visibility, thus the detection rates in ground penetrating radar (GPR) systems. Recently proposed robust principal component analysis (RPCA) based clutter removal method decomposes the GPR image into its low rank and sparse parts corresponding to clutter and target components. Motivated by its encouraging results, many lower complexity low rank and sparse decomposition (LRSD) methods such as go decomposition (GoDec) or robust non-negative matrix factorization (RNMF) have been applied to GPR. This paper proposes a new clutter reduction method using robust orthonormal subspace learning (ROSL). The raw GPR image is decomposed into its clutter and target parts via ROSL. The proposed method is faster than the popular RPCA. Although it has similar complexity, and similar performance with GoDec and RNMF for fine tuned parameters of these methods, the proposed method does not require any presetting of the algorithm parameters. Its performance remains independent for a broad range parameter value. Results demonstrate that the proposed method achieves 14 - 48% higher performance in terms of PSNR values than the state-of-the-art LRSD methods for an arbitrary parameter choice.

Highlights

  • Acommon problem in ground penetrating radar (GPR) systems is the presence of clutter which highly affects the target imaging/detection capabilities

  • EXPERIMENTAL RESULTS The proposed robust orthonormal subspace learning (ROSL) method is compared with principal component analysis (PCA) [2], negative matrix factorization (NMF) [3] robust principal component analysis (RPCA) [9], go decomposition (GoDec) [10] and recently proposed robust non-negative matrix factorization (RNMF) [11] to show its superiority over conventional subspace–based methods as well as the other recently proposed low rank and sparse decomposition (LRSD) based methods

  • The raw GPR data matrix is decomposed into its low rank and sparse parts which correspond to the clutter and the target, respectively

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Summary

Introduction

Acommon problem in ground penetrating radar (GPR) systems is the presence of clutter which highly affects the target imaging/detection capabilities. The raw GPR data matrix is decomposed into its low rank and sparse parts which correspond to the clutter and the target, respectively.

Results
Conclusion
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