基于航空单目相机的目标定位技术 -

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基于航空单目相机的目标定位技术

doi:10.37188/CO.2022-0147

1.
中国科学院长春光学精密机械与物理研究所，吉林长春 130033
2.
中国第一汽车集团有限公司研发总院，吉林长春 130013

基金项目:国家自然科学基金面上项目（No. 62175233）；吉林省科技发展计划（No. 20200403057SF)

详细信息

作者简介:
王　鑫（1993—），男，黑龙江肇东人，硕士，助理研究员，2016年于哈尔滨工业大学获得控制工程专业硕士学位。现就职于中国科学院长春光学精密机械与物理研究所，主要从事图像处理方面的研究。E-mail：14S104020@hit.edu.cn
李玉芳（1994—），女，黑龙江肇东人，硕士，中级工程师，2017年于哈尔滨工业大学获得机械设计及理论专业硕士学位。现就职于中国第一汽车集团有限公司，主要从事汽车设计方面的研究。E-mail：910341666@qq.com

中图分类号:TP752.2
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出版历程
- 收稿日期:2022-07-04
- 修回日期:2022-07-25
- 网络出版日期:2023-02-22

Targeting technology based on aerial monocular camera

1.
Changchun Institute of Optics, Fine Mechanics and Physics, Chinese Academy of Sciences, Changchun 130033, China
2.
Research and Development Institute, China FAW Group Corporation, Changchun 130013, China

Funds:Supported by National Natural Science Foundation of China (No. 62175233); Science and Technology Development Program of Jilin Providence (No. 20200403057SF)

More Information

Corresponding author:910341666@qq.com

摘要

摘要:
为了提升无人机机载光电吊舱在特殊工况条件下的自主侦察能力，本文结合实际工程项目研发了适用于机载光电吊舱的目标定位技术，并在嵌入式GPU（Graphics Processing Unit，型号为Jetson-TX2i）上实现了功能验证。首先，提出一种改进的SURF（Speeded Up Robust Features）算法与GPU加速数字图像处理方案，对不同焦距下获取的两幅图像进行实时特征检测与匹配。接着，利用几何交比不变性校正图像边缘畸变特征点的位置信息。最后，使用最小二乘法估计目标深度信息并结合四元数空间模型确定目标姿态信息，从而实现目标定位。实验结果表明，改进的SURF算法在特征匹配方面，精度和速度都优于经典的SURF算法。若角点特征位置误差控制在一个像素以内，深度误差不超过2%，方位角、俯仰角和滚转角的角度误差分别小于4°，5°和2°，这一误差满足机载光电吊舱的目标定位准确性需求。此外，处理一组（两帧）分辨率为1080P的图像，利用GPU加速可以将处理时间提升至74 ms，这一速度满足机载光电吊舱数据处理的实时性需求。
- 特征提取/
- 特征匹配/
- 目标定位技术/
- 姿态
Abstract:
In order to improve the autonomous detection ability of the airborne optronics pod of a UAV under special working conditions, this paper developed a targeting technology suitable for the airborne optronics pod in an actual engineering project, and realized the functional verification on the embedded GPU (Graphics Processing Unit, Jetson-TX2i platform model). Firstly, we proposed an improved SURF (Speeded Up Robust Features) algorithm and GPU-accelerated digital image processing scheme to detect and match the real-time features of two images acquired at different focal lengths. Secondly, geometric cross-ratio invariance was used to correct the position information of distorted feature points at image edges. Finally, we used the least square method to estimate the depth information of the target and combines the quaternion space model to determine the attitude information of the target to determine its position. Experimental results show that the improved SURF algorithm is superior to the classical SURF algorithm in feature matching accuracy and speed. If the corner characteristic position error is controlled within one pixel, the depth error is no more than 2% and the angle errors of azimuth, pitch and roll angles are less than 4°, 5° and 2°, respectively. This error meets the target positioning accuracy requirements of the airborne optronics pod. In addition, when processing a set of images (two frames) at 1080 P resolution, the processing time can be increased to 74 ms through GPU acceleration, which meets the real-time demand for data processing in the airborne optronics pod.
- feature extraction/
- feature matching/
- targeting technology/
- attitude

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图 1获取目标位姿流程图

Figure 1.Flowchart of obtaining target depth and attitude

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图 2特征实时匹配流程图

Figure 2.Flowchart of real-time feature matching

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图 3特征描述示意图

Figure 3.Schematic diagram of feature description

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图 4射影变换示意图

Figure 4.Schematic diagram of projective transformation

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图 5棋盘格投影示意图

Figure 5.Schematic diagram of checkerboard projection

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图 6变焦距系统深度估计原理图

Figure 6.Schematic of zoom system depth estimation

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图 7三种坐标系示意图

Figure 7.Schematic diagram of three coordinate systems

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图 8本文算法在不同条件下的特征提取结果

Figure 8.Feature extraction results obtained by the proposed algorithm under different conditions

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图 93种算法在不同条件下的角点检测重复率

Figure 9.Corner detection repetition rates obtained by three algorithms under different conditions

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图 10实验用的靶标与坐标系

Figure 10.The target and coordinate system used in the experiment

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图 11特征点偏差引起的深度误差

Figure 11.Depth error caused by feature point deviation

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图 12特征点定位精度与解算姿态角的关系

Figure 12.The relation between position accuracy of feature point and calculated attitude angle

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表 13种算法的正确匹配率和处理速度

Table 1.Correct matching rates and processing speeds of the three algorithms (Unit: ms)

图像	本文算法		SURF		Harris-SIFT
图像	${r_{\rm{c}}}$	$ t $	${r_{\rm{c}}}$	$ t $	${r_{\rm{c}}}$	$ t $
1	6.17	7.17	3.01	11.83	6.17	10.60
2	74.85	9.28	76.89	30.26	51.33	39.25
3	50.15	8.87	51.50	20.27	34.39	26.30
4	28.44	7.82	29.21	11.49	19.51	14.92
5	62.13	9.01	63.82	25.67	46.26	35.27
6	39.67	8.32	40.75	13.67	27.94	20.82

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表 2两种相机标定算法的结果对比

Table 2.Comparison of the results obtained by two camera calibration algorithms

参数	本文			张方法
使用图像	$ {{\boldsymbol{I}}_1} $	$ {{\boldsymbol{I}}_{25}} $	$ {{\boldsymbol{I}}_{49}} $	$ {{\boldsymbol{I}}_1},{{\boldsymbol{I}}_2}, \ldots ,{{\boldsymbol{I}}_{50}} $
$ {{{k_1}}/ { \times {{10}^{ - 3}}}} $	3.132	3.131	3.132	3.129
$ {{{k_2}}/ { \times {{10}^{ - 3}}}} $	3.227	3.225	3.226	3.225
$ {{{k_3}} /{ \times {{10}^{ - 3}}}} $	0.002	0.001	0.001	0.002
$ {p_1} $	−0.0001	−0.00009	−0.00008	−0.0001
$ {p_2} $	0.0001	0.0001	0.0003	0.0001

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表 3两种方案在不同分辨率条件下的处理速度

Table 3.The processing speeds of the two algorithms at different resolutions (Unit: ms)

图像分辨率	处理时间
图像分辨率	CPU方案	GPU方案
640×320	84	17
640×512	161	32
1024×768	304	52
1920×1080	596	74

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