SAR imaging method based on non-convex total variation regularization
An imaging method and a technology of total variation, which can be used in the reflection/re-radiation of radio waves, the use of re-radiation, measurement devices and other directions, which can solve the problems of underestimation of SAR reconstruction targets, influence of SAR calibration accuracy, and signal processing errors. Achieve the effect of suppressing speckle noise, suppressing additive noise and clutter, and maintaining continuity
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[0053] Compared to L 1 The norm penalty term, the graphics and properties of the non-convex penalty term are closer to L 0 Norm penalty term, thus, non-convex regularization can both obtain sparse solutions and avoid underestimation of the magnitude of reconstructed sparse vectors. Commonly used non-convex penalties are: L qNorm penalty, log sum penalty (LSP), minimum maximum concave penalty (Minimax concave penalty, MCP), smooth clipping absolute deviation penalty (Smoothly clipped absolute deviation, SCAD). A simple linear combination of the non-convex penalty term and the TV regular term generates a composite penalty function, and a non-convex & total variation regularization model can be obtained. This imaging model has the following advantages: 1. Compared with L 1 &TV regularization, this method avoids underestimating the magnitude of the reconstructed sparse vector and improves the reconstruction accuracy; 2. Compared with the matched filter (Matched filter, MF) algo...
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