摘要
分析了现有黑白棋盘角点检测算法存在的不足,将交叉熵思想引入角点检测中。该算法首先将角点周围像素划分为4个象限,通过相邻象限间的像素灰度差实现角点初选;其次,给出对角象限灰度交叉熵定义,根据局部交叉熵最小原理实现角点筛选;第3,针对备选角点局部重叠的问题,采用梯度幅值非极大值抑制方法实现像素级角点定位;最后采用Frostner算子实现角点的亚像素坐标解算。实验结果显示该算法检测结果优于经典Harris算子以及SV算子,获取的角点亚像素坐标精度与Matlab相机标定工具箱相当,同时易于实现在线标定。
The shortcoming of the present B/W chessboard corner detection algorithm is analyzed and a new method based on cross entropy is proposed. Firstly,the pixels around the corner are divided into 4 quadrants,and initial selection of corners is carried out based on the gray value difference between the adjacent quadrants; secondly,the cross entropy of the diagonal quadrant is defined,and the corner screening is done using the principle of minimum cross entropy; thirdly,the idea of non-maximum suppression of local gradient amplitude is introduced to solve the problem of local overlap of the candidates; at last,sub-pixel coordinates of corners are calculated using Frostner Operator. Experiments and their analysis prove preliminarily that:(1) the detection result of this algorithm is better than the classical Harris Operator and SV Operator;(2) the sub-pixel accuracy obtained is almost the same as that obtained with the Matlab Camera Calibration Toolbox,and it is suitable for online camera calibration.
出处
《西北工业大学学报》
EI
CAS
CSCD
北大核心
2015年第2期216-221,共6页
Journal of Northwestern Polytechnical University
基金
西北工业大学基础研究基金(JCT20130101)资助
关键词
相机标定
棋盘角点检测
交叉熵
非极大值抑制
梯度幅值
algorithms
calibration
CCD cameras
entropy
flowcharting
interference suppression
mathematical operators
MATLAB
pixels
camera cal