基于数学形态学的SAR图像分割与目标检测

Mingxi Xiao, Hui Wang, Zhaoyang Zeng, Yuxuan Bie
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引用次数: 1

摘要

数学形态学提供了一种基于集合理论中形状概念的图像处理方法,而不是标准的数学建模和分析,特别是在处理图像处理问题时,包括边缘检测,图像滤波,特征提取和图像分割。使用数学形态学方法的优点是显而易见的。利用数学形态学方法进行图像分割和目标检测,针对建筑物、高压塔等SAR图像中的指定目标,进行基于数学形态学理论的研究。首先,对原始SAR图像进行预滤波,以减少图像的一些噪声。然后利用数学形态学过程,如侵蚀、膨胀、打开和关闭,对图像进行二值化。根据目标的形状,可以使用不同的形式。使用形态学算子对图像进行分割。最后,将分割结果用于SAR图像中建筑物、高压塔等目标的提取和检测,取得了较好的效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
SAR Image Segmentation and Target Detection Based on Mathematical Morphology
Mathematical morphology provides a method of image processing based on the concept of shape in set theory rather than standard mathematical modeling and analysis, especially when dealing with image processing problems including edge detection, image filtering, feature extraction, and image segmentation. The advantages of using the mathematical morphology method are evident. Using mathematical morphology methods for image segmentation and target detection to aim at specified targets in SAR pictures such as buildings,high-voltage towers, and so on, based on mathematical morphology theory research. To begin, pre-filter the original SAR image to reduce some of the image's noise. The image is then binarized utilizing mathematical morphological processes such as erosion, dilation, opening, and closing. Various forms can be used depending on the target's shape. The image is segmented using morphological operators. Finally,the segmentation findings are used to perform target extraction and detection, with good results for buildings, high-voltage towers, and other objects in the SAR image.
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