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基于点特征检测的农业航空遥感图像配准算法
引用本文:陆健强,李旺枝,兰玉彬,何秉鸿,林佳翰.基于点特征检测的农业航空遥感图像配准算法[J].农业工程学报,2020,36(3):71-77.
作者姓名:陆健强  李旺枝  兰玉彬  何秉鸿  林佳翰
作者单位:华南农业大学电子工程学院,广州 510642;国家精准农业航空施药技术国际联合研究中心,广州 510642;华南农业大学电子工程学院,广州,510642
基金项目:广东省重点领域研发计划资助(2019B020214003)
摘    要:针对当前无人机遥感图像配准算法普遍存在匹配精度差与配准速度慢等问题,该文以点特征检测方法为基础,结合矩阵降维处理方法,提出一种适用于农业航空遥感图像配准的改进算法—SNS(scale-invariant feature transform and singular value decomposition)算法。SNS算法以高斯函数同步检测尺度空间极值点的坐标和特征尺度,利用海森矩阵消除伪特征点,获取特征点精准定位,在求取特征点的模值与方向基础上,采用奇异值分解方法进行矩阵优化,实现数据降维再重构。试验结果表明,SNS算法与经典算法相比,配准速度平均提高5.01%,配准精度均方根误差平均降低10.48%,说明SNS算法在压缩数据量的同时,提高了整体配准精度,具有配准速度较快和鲁棒性较好的特点。研究结果可为农业航空遥感图像快速配准提供参考。

关 键 词:遥感  图像处理  算法  图像配准  点特征检测  数据降维
收稿时间:2019/10/30 0:00:00
修稿时间:2020/1/7 0:00:00

Registration algorithm for agricultural aviation remote sensing image based on point feature detection
Lu Jianqiang,Li Wangzhi,Lan Yubin,He Binghong and Lin Jiahan.Registration algorithm for agricultural aviation remote sensing image based on point feature detection[J].Transactions of the Chinese Society of Agricultural Engineering,2020,36(3):71-77.
Authors:Lu Jianqiang  Li Wangzhi  Lan Yubin  He Binghong and Lin Jiahan
Institution:1. College of Electronic Engineering, South China agricultural University, Guangzhou 510642, China; 2. National Precision Agriculture International Joint Research Center of Aerial Application Technology, Guangzhou 510642, China;,1. College of Electronic Engineering, South China agricultural University, Guangzhou 510642, China;,1. College of Electronic Engineering, South China agricultural University, Guangzhou 510642, China; 2. National Precision Agriculture International Joint Research Center of Aerial Application Technology, Guangzhou 510642, China;,1. College of Electronic Engineering, South China agricultural University, Guangzhou 510642, China; and 1. College of Electronic Engineering, South China agricultural University, Guangzhou 510642, China;
Abstract:How to achieve fast and accurate image stitching to obtain large-area, high-resolution aerial remote sensing images is a key problem in the field of image mosaic research. Aiming at the problems of poor matching accuracy and slow registration speed in the current UAV (unmanned aerial vehicle) remote sensing image registration algorithm, based on the point feature detection method and the matrix dimensionality reduction processing method, an improved algorithm SNS (scale-invariant feature transform and singular value decomposition) algorithm, which is suitable for the registration of agricultural aviation remote sensing images was proposed in this paper. SNS algorithm detects the extreme value point of scale, the characteristics of the scale for the feature points, use hessian matrix to eliminate the false feature points to precise positioning feature points. Therefore, SNS algorithm can simultaneously detect the coordinates of feature points and feature dimension. The advantage of SNS algorithm lies in the singular value decomposition and reconstruction of the image, which will reduce the feature points of the reconstructed image, especially the feature points that are not important or obvious, so as to reduce the unnecessary calculation amount of finding feature matching pairs and improve the registration speed and accuracy. SNS algorithm uses SVD method for matrix decomposition, realizing data dimensionality re-reconstruction, compressing data volume, and the overall registration accuracy is improved as well. The experimental image consists of the reference image of infrared remote sensing image collected by UAV, the original image, and five images which is registered after affine transformation from the original image, the reference image resolution is 640 × 512, the original image resolution is 640 × 512, scale-up image resolution is 950 × 760, scale-down image resolution is 400 × 320, the resolution of rotated original image by 30° is 811 × 764, rotated by 30° and scale-up image resolution is 1000 × 942, rotated by 30° and scale-down image resolution is 500 × 471. SIFT, SNS, SURF (speed-up robust features) and Harris algorithms are selected to run 100 times for comparison and analysis. The results show that harris algorithm is suitable for image registration with little scale change and small rotation angle, but cannot complete registration in the case of small scale change or overlap area, so it is limited in the registration of agricultural aerial remote sensing images. SURF algorithm combines the characteristics of integral image and window filter, and has the advantage of fast registration speed, however, because of using approximate Gaussian filter and approximate gradient method to improve the registration speed at the expense of registration accuracy, it is not suitable in agricultural aviation remote sensing image registration with attention to registration accuracy. SNS and SIFT algorithm can be used for image registration in various cases. And the registration speed of SNS algorithm is 5.01% faster than SIFT algorithm, and the RMSE ( root mean squared error )of SNS algorithm is reduced by 10.48%. In order to further compare the processing efficiency of SIFT algorithm and SNS algorithm, multiple remote sensing images test is carried out. The test image data set consists of 160 drone 50 m low-altitude remote sensing images, each with a resolution of 437 × 800. The collection area is about 3.13 hm2. Each algorithm runs 50 times and record the registration time. The experimental results show that the total registration time of SNS algorithm is 10.34% less than that of SIFT algorithm, which shows that the registration speed of SNS algorithm in this experiment is better than SIFT algorithm. Obviously, SNS algorithm has the advantages of fast speed and high precision in the registration of agricultural aerial remote sensing images, which can provide useful guidance for intelligent agriculture to obtain large-area agricultural regional images quickly and accurately for field management, crop management, pest management, yield prediction and other applications.
Keywords:remote sensing  image processing  algorithm  image registration  point feature detection  dimensionality reduction
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