遥感学报
遙感學報
요감학보
JOURNAL OF REMOTE SENSING
2009年
6期
1092-1105
,共14页
尹宏杰%李志伟%丁晓利%蒋弥%孙倩%王平
尹宏傑%李誌偉%丁曉利%蔣瀰%孫倩%王平
윤굉걸%리지위%정효리%장미%손천%왕평
最优化融合%方向平滑%InSAR干涉图%边缘保持%自适应滤波
最優化融閤%方嚮平滑%InSAR榦涉圖%邊緣保持%自適應濾波
최우화융합%방향평활%InSAR간섭도%변연보지%자괄응려파
optimal integration%direction smoothing%InSAR Interferogram%edge preservation%adaptive filter
在分析干涉条纹图噪声特征的基础上.提出了一种能有效保持干涉图条纹的边缘和细节信息的InSAR干涉图滤波算法--基于最优化融合的自适应方向平滑算法.该算法首先对8个线性方向窗口进行统计分析,然后根据干涉图的相干性选择合适的线性方向窗口,按照最优化融合的方法,以方差倒数为权重对各个方向窗口的均值进行加权平均.模拟和真实干涉图数据的实验结果表明新方法不仅能有效的抑制干涉图噪声,而且能较好的保持干涉图的细节和边缘信息,具有很好的信息保持能力.
在分析榦涉條紋圖譟聲特徵的基礎上.提齣瞭一種能有效保持榦涉圖條紋的邊緣和細節信息的InSAR榦涉圖濾波算法--基于最優化融閤的自適應方嚮平滑算法.該算法首先對8箇線性方嚮窗口進行統計分析,然後根據榦涉圖的相榦性選擇閤適的線性方嚮窗口,按照最優化融閤的方法,以方差倒數為權重對各箇方嚮窗口的均值進行加權平均.模擬和真實榦涉圖數據的實驗結果錶明新方法不僅能有效的抑製榦涉圖譟聲,而且能較好的保持榦涉圖的細節和邊緣信息,具有很好的信息保持能力.
재분석간섭조문도조성특정적기출상.제출료일충능유효보지간섭도조문적변연화세절신식적InSAR간섭도려파산법--기우최우화융합적자괄응방향평활산법.해산법수선대8개선성방향창구진행통계분석,연후근거간섭도적상간성선택합괄적선성방향창구,안조최우화융합적방법,이방차도수위권중대각개방향창구적균치진행가권평균.모의화진실간섭도수거적실험결과표명신방법불부능유효적억제간섭도조성,이차능교호적보지간섭도적세절화변연신식,구유흔호적신식보지능력.
In this paper, we present a new InSAR phase filtering method based on optimal integration. The algorithms can preserve very well the phase details while at the same time smoothing out the noise. Firstly, we use statistical method to determine the number of windows used for the filtering. It is an empirical constant associated with coherence. Secondly, eight linear directional windows are singled out, within each window a filtering is performed, and at the same time the mean coherence for each window is calculated. The proposed filtering will linearly combine a certain number (which has been determined in the first step) of the eight directional windows. However, directional windows with smaller filtering standard deviation will be given priority. Finally, the new phase value is calculated in terms of the weighted mean value of chosen linear windows. In this step, optimal integration is used to determine the weight of each directional window. The proposed filter is adaptively implemented by altering the number of the linear windows selected for filtering according to the coherence. Strategy of using both linear windows and optimal integration makes great difference in the filtering and achieve a good tradeoff between phase noise suppressing and signal preserving. Experimental results with both simulated and real data sets show that the new filter reduces the noise effectively while still minimizing the loss of signals.