1) Collinearity equation model
共线方程模型
2) collinear equation
共线方程
1.
According to the geometrical collinear equation founded on the pinhole camera model.
基于针孔相机成像模型,利用共线方程建立了像平面坐标与粒子三维空间坐标之间的映射关系,在此基础上采用Tsai’s算法开展了相机内外参数标定方法的研究。
2.
For moving target positioning under the condition of monocular camera,a new method,collinear equation method,is proposed.
针对无目标距离信息和目标上已知控制点的单像机成像情况,通过假设目标服从某种运动规律,增加目标定位的约束信息,提出了一种单像机对运动目标定位的新方法:共线方程法。
3.
The collinear equation was transformed including the scale of feature points on target,and the 3D pose angle of target was obtained by solving the nonlinear equations.
分析了目标成像模型及坐标系间位姿参数关系;推导出含特征点坐标比例的共线方程,采用迭代求解获得目标姿态参数;分析了算法的可行性及误差来源。
3) Collinearity Equation
共线方程
1.
Then,the collinearity equation was transformed by the runway line and the image line equations coefficients.
依据摄像机共线方程,推导出了无人机位姿与跑道的世界坐标方程系数及像直线方程系数的关系。
2.
The collinearity equations for the stereo-cameras on the lunar rover are described based on the image forming equations of the central and the configurations of the stereo-cameras on the mast of the lunar rover.
为了准确提取月面巡视探测器探测区域的DEM并实现对月面巡视探测器的高精度定位,需要根据月面巡视探测器携带的立体相机的成像原理和配置情况,建立立体相机的共线方程。
3.
First,camera s initial values of intrinsic parameters are determined base on the perfect camera model and its extrinsic parameters using a 2D direct linear transformation and collinearity equations.
本文采用平面控制格网作为标定块,根据相机的理想模型确定内方位元素,利用2维直接线性变换和共线方程分解出相机的外方位元素初值,采用改进的Hough变换算法检测标定图像中的格网直线并利用最小二乘法拟合出最佳直线,通过求直线的交点得到标定格网点的像坐标。
4) collinearity equations
共线方程
1.
This paper analyzes the geometric characters and imaging theory of SPOT satellites and discusses the geometric correction of SPOT5 simages based on collinearity equations with ground control points.
根据SPOT卫星的成像原理和特点,讨论了对SPOT5卫星影像按共线方程法进行有控制点的几何纠正的方法,经对关中、陕北和陕南三种地形的影像纠正结果进行对比检验,证明了该方法精度达到了较高水平。
2.
The fundamental mathematical models of obtaining camera orientation parameters from collinearity equations and coplanar conditions are discussed in detail.
在对异轨遥感立体像对外方位元素求解的基本模型进行系统阐述的基础上 ,讨论了基于共面条件的后方交会模型改化方法及其和基于共线方程的后方交会模型的融合。
3.
The equation of principal vertical line under image coordinate system represented by 2D_DLT parameters is worked out using the correspondence between collinearity equations and 2D_DLT.
利用共线方程和二维DLT之间的对应关系导出了由二维DLT的 8个参数表达的主纵线方程式 ,讨论了主点初值的求解方法 ,给出了单张像片摄像机参数分解不惟一性及临界序列的证明。
5) model of linear equation
线性方程模型
6) T-Collinear Equation
T-共线方程
补充资料：逻辑斯蒂方程(见种群增长模型)
逻辑斯蒂方程(见种群增长模型)
逻辑斯蒂方程见种群增长模型
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条