| 研究生: |
陳家堂 Chia-Tang Chen |
|---|---|
| 論文名稱: |
全偏極合成孔徑雷達於目標分類之研究 A Study of Target Classification Using Fully Polarimetric SAR |
| 指導教授: |
陳錕山
Kun-Shan Chen |
| 口試委員: | |
| 學位類別: |
博士 Doctor |
| 系所名稱: |
地球科學學院 - 太空科學研究所 Graduate Institute of Space Science |
| 畢業學年度: | 90 |
| 語文別: | 英文 |
| 論文頁數: | 81 |
| 中文關鍵詞: | 類神經網路 、目標分類 、全偏極合成孔徑雷達 、複數高斯分佈 |
| 外文關鍵詞: | polarimetric SAR, neural network, complex Gaussian distribution, target classification |
| 相關次數: | 點閱:19 下載:0 |
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本研究是利用全偏極合成孔徑雷達(fully polarimetric SAR)資料於目標分類。全偏極合成孔徑雷達特徵包含於偏極共變異矩陣(polarimetric covariance matrix)內,矩陣中除線性偏極特徵外,尚包含了偏極間之交互作用項。以全偏極雷達特徵作為分類資訊相較於已往以部分偏極特徵為分類資訊,其好處在於保有更完整之地物散射特性。
利用全偏極雷達特徵於地表分類時,由於一般所使用之Euclidean距離並不適用於全偏極雷達資料之分佈特性,因此本研究所用之距離估算方法為架構於複數高斯分佈(complex Gaussian distribution)所計算出之統計距離。另外,本研究所利用之模糊類神經網路,其優點在於不需預先了解各類別之中心及分佈,僅需挑選少許訓練區供類神經網路訓練;類神經網路會根據訓練區之特徵及模糊隸屬度以疊代方式產生對應,並於完成訓練後對整組資料進行分類。本模糊類神經網路所採用之模糊演算法為fuzzy c-means演算法。
於測試方面,所用的資料為鰲鼓農場之空載全偏極合成孔徑雷達資料。由於合成孔徑雷達資料皆有斑駁(speckle)現象,斑駁會降低資料之訊雜比,致使分類正確率降低;因此,在應用全偏極合成孔徑雷達資料於地表分類前,需先經過斑駁抑減(speckle reduction)以降低雜訊之影響。最後,測試的結果顯示以全偏極資料進行地表分類時,複數高斯距離能有效地估計全偏極資料與類別中心之距離及模糊隸屬度,並於神經網路進行分類時有良好的分類結果。
另外,結合類神經網路及fuzzy c-means演算法,改進了fuzzy c-means非監督式分類之缺點,合併成為一監督式之模糊神經網路分類器。
This paper will present a method based on a fuzzy neural network that will use fully polarimetric information for SAR image classification. The approach makes use of the statistical properties of the polarimetric data while taking advantage of a fuzzy neural network that requires no a priori information about the data. A distance measure based on the complex Gaussian distribution was applied to the fuzzy clustering algorithm and then subsequently incorporated into the neural network. Instead of pre-selecting the polarization channels as has usually been done before, the inputs to the neural network are now all elements of the covariance matrix which serve as the target feature vector. It is thus expected that the neural network will be able to take full power of the fully polarimetric information for the purposes of image classification. With the generalization, adaptation, and other capabilities of the neural network, general information contained in the covariance matrix, such as the amplitude, phase difference, degree of polarization, etc. are well preserved and thus are fully explored. One of the essential features in this setup lies in that the chosen neural network must be able to handle such high dimensional and yet diverse input feature vectors, while maintaining a sufficiently fast learning speed in order drive itself as a practical tool. To demonstrate the advantages of the proposed method, we compare four different configurations, which are categorized by their uses of feature vectors, classifier, distance measures, and whether fuzzy c-means are applied or are applicable. The validity and effectiveness of the proposed scheme support the utilization of this polarimetric information. It is shown that with fully polarimetric data, the fuzzy neural network can substantially reduce the learning time and improve the classification accuracy as well. It must be noted that a Lee polarimetric filter, that reduces the speckle noise while preserving the polarimetric properties has proven to be useful in improving the classification accuracy. It is also demonstrated that the proposed approach gains adaptability and flexibility for high dimensional feature vectors, such as the complete polarimetric data.
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