雷达学报
雷達學報
뢰체학보
JOURNAL OF RADARS
2015年
2期
123-129
,共7页
廖明生%魏恋欢%汪紫芸%Timo Balz%张路
廖明生%魏戀歡%汪紫蕓%Timo Balz%張路
료명생%위련환%왕자예%Timo Balz%장로
SAR层析成像%压缩感知(CS)%稀疏重建%基追踪%双步迭代收缩阈值%超分辨率
SAR層析成像%壓縮感知(CS)%稀疏重建%基追蹤%雙步迭代收縮閾值%超分辨率
SAR층석성상%압축감지(CS)%희소중건%기추종%쌍보질대수축역치%초분변솔
SAR tomography%Compressive Sensing (CS)%Sparse reconstruction%Basis pursuit%TWo-step Iterative Shrinkage/Thresholding (TWIST)%Super resolution
在建筑密集的城区复杂场景中,高分辨率SAR影像中存在严重的叠掩效应,影像解译的难度加大。SAR层析成像可以分离单个分辨单元内混叠的散射体目标,并且获取各个散射体的3维位置和后向散射强度。该文首先论述了3维SAR层析成像的基本原理,针对传统谱估计法获得的高程向分辨率较低的问题,综述了压缩感知方法在城区3维SAR层析成像中的应用,以基追踪和双步迭代收缩阈值法为例,开展了TerraSAR-X聚束模式数据实验,并与传统的奇异值阈值法进行了对比分析。研究结果表明压缩感知方法的高程向超分辨率、旁瓣抑制优势明显,在城区SAR层析成像中具有广阔的应用前景。
在建築密集的城區複雜場景中,高分辨率SAR影像中存在嚴重的疊掩效應,影像解譯的難度加大。SAR層析成像可以分離單箇分辨單元內混疊的散射體目標,併且穫取各箇散射體的3維位置和後嚮散射彊度。該文首先論述瞭3維SAR層析成像的基本原理,針對傳統譜估計法穫得的高程嚮分辨率較低的問題,綜述瞭壓縮感知方法在城區3維SAR層析成像中的應用,以基追蹤和雙步迭代收縮閾值法為例,開展瞭TerraSAR-X聚束模式數據實驗,併與傳統的奇異值閾值法進行瞭對比分析。研究結果錶明壓縮感知方法的高程嚮超分辨率、徬瓣抑製優勢明顯,在城區SAR層析成像中具有廣闊的應用前景。
재건축밀집적성구복잡장경중,고분변솔SAR영상중존재엄중적첩엄효응,영상해역적난도가대。SAR층석성상가이분리단개분변단원내혼첩적산사체목표,병차획취각개산사체적3유위치화후향산사강도。해문수선논술료3유SAR층석성상적기본원리,침대전통보고계법획득적고정향분변솔교저적문제,종술료압축감지방법재성구3유SAR층석성상중적응용,이기추종화쌍보질대수축역치법위례,개전료TerraSAR-X취속모식수거실험,병여전통적기이치역치법진행료대비분석。연구결과표명압축감지방법적고정향초분변솔、방판억제우세명현,재성구SAR층석성상중구유엄활적응용전경。
In modern high resolution SAR data, due to the intrinsic side-looking geometry of SAR sensors, layover and foreshortening issues inevitably arise, especially in dense urban areas. SAR tomography provides a new way of overcoming these problems by exploiting the back-scattering property for each pixel. However, traditional non-parametric spectral estimators, e.g. Truncated Singular Value Decomposition (TSVD), are limited by their poor elevation resolution, which is not comparable to the azimuth and slant-range resolution. In this paper, the Compressive Sensing (CS) approach using Basis Pursuit (BP) and TWo-step Iterative Shrinkage/Thresholding (TWIST) are introduced. Experimental studies with real spotlight-mode TerraSAR-X dataset are carried out using both BP and TWIST, to demonstrate the merits of compressive sensing approaches in terms of robustness, computational efficiency, and super-resolution capability.