CN103604411A - Automatic theodolite collimation method based on image recognition - Google Patents
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Abstract
Description
技术领域technical field
本发明属于工业测量领域,具体涉及一种用于经纬仪自动准直测量的方法。The invention belongs to the field of industrial measurement, and in particular relates to a method for automatic alignment measurement of a theodolite.
背景技术Background technique
精度测量是卫星和星上仪器可靠运行的重要保证环节。为了保证卫星的正常飞行和工作,必须在地面总装时对卫星的结构外形和有精度要求的仪器设备进行几何精度测量,如卫星上的地球敏感器、太阳和星敏感器、惯性器件等姿态敏感仪器;10N推力器、490N发动机等推力组件;天线、相机等传感通信设备。被测量的设备一般被测设备上已被标定的光学立方镜进行表征,被测仪器的坐标系坐标轴由光学立方镜的反射面法线代表。目前的测量方法是采用高精度的电子经纬仪进行人工准直测量。经纬仪内置有同目镜观测十字丝重合的十字光源,测量时首先将经纬仪的望远镜镜筒调焦至无穷远状态,利用十字光源照射被测立方镜面并通过目镜观测镜面的返回光,操作经纬仪使得返回光同目镜十字丝重合,此时经纬仪的观测光轴(十字光源照射方向)同镜面法向一致,通过对经纬仪的水平和竖直角度的数据记录完成对镜面法向的测量。Accuracy measurement is an important guarantee for the reliable operation of satellites and on-board instruments. In order to ensure the normal flight and work of the satellite, it is necessary to measure the geometric accuracy of the satellite's structural shape and precision-required instruments and equipment during ground assembly, such as the attitude of the earth sensor, sun and star sensor, and inertial devices on the satellite. Instruments; thrust components such as 10N thrusters and 490N engines; sensing and communication equipment such as antennas and cameras. The equipment to be measured is generally characterized by a calibrated optical cube mirror on the equipment under test, and the coordinate axis of the coordinate system of the equipment under test is represented by the normal line of the reflective surface of the optical cube mirror. The current measurement method is to use high-precision electronic theodolite for manual alignment measurement. The theodolite has a built-in cross light source that coincides with the eyepiece observation crosshair. When measuring, firstly focus the theodolite telescope lens barrel to infinity, use the cross light source to illuminate the measured cubic mirror surface and observe the return light of the mirror surface through the eyepiece, and operate the theodolite to make the return light The light coincides with the reticle of the eyepiece. At this time, the observation optical axis of the theodolite (irradiation direction of the cross light source) is consistent with the normal direction of the mirror surface. The measurement of the normal direction of the mirror surface is completed through the data recording of the horizontal and vertical angles of the theodolite.
高精度电子经纬仪测量技术的实时性、非接触、机动性及高精度显著地提高了航天器精测的速度和精度,为目前航天器精测任务的顺利完成提供了重要的设备支持。但是目前的测量方法主要依赖于人工的观测和操作,其内置驱动马达的功能并未被有效利用,在长时间、远距离、多任务的情况下,测量误差会因为人眼的观测误差而变大,同时测量效率也会降低。特别是随着型号研制任务的不断增加,经常都会出现人少工作量大的任务情况,人眼的观测误差也逐渐成为了影响系统测量精度的一个重要环节。比如工人在连续测量超过4个小时后,人眼的观测误差会变大,尤其在晚上加班测量时,工人会因视觉疲劳而造成视力下降,人眼的瞄准精度将会更低,这都将会引起测量效率和测量精度的降低,甚至会耽误任务的进度。The real-time, non-contact, mobility and high precision of high-precision electronic theodolite measurement technology have significantly improved the speed and accuracy of spacecraft precision measurement, and provided important equipment support for the successful completion of spacecraft precision measurement tasks. However, the current measurement methods mainly rely on manual observation and operation, and the function of the built-in drive motor has not been effectively utilized. In the case of long-term, long-distance, and multi-tasking, the measurement error will change due to the observation error of the human eye. At the same time, the measurement efficiency will be reduced. Especially with the continuous increase of model development tasks, there are often tasks with a small number of people and a large workload, and the observation error of the human eye has gradually become an important link that affects the measurement accuracy of the system. For example, after a worker measures continuously for more than 4 hours, the observation error of the human eye will become larger, especially when working overtime at night, the worker's vision will decrease due to visual fatigue, and the aiming accuracy of the human eye will be lower. It will cause the reduction of measurement efficiency and measurement accuracy, and even delay the progress of the task.
而近年来,由于具有检测速度快、测量精度高、非接触测量等优点,图像传感器技术在实现现场检测、提高生产自动化程度以及实现特大尺寸的检测等方面展现出非常强大的发展前景。视觉引导测量技术能够克服人眼的观测误差,在很大程度上提高工作的效率,成为国内外测量领域内研究发展的热点和重点。In recent years, due to the advantages of fast detection speed, high measurement accuracy, and non-contact measurement, image sensor technology has shown very strong development prospects in realizing on-site detection, improving production automation, and realizing super-sized detection. Vision-guided measurement technology can overcome the observation errors of the human eye and improve work efficiency to a large extent. It has become a hot spot and focus of research and development in the field of measurement at home and abroad.
但是,这些现有的控制方式都无法做到随动控制,不够真实地反映装配需求并进行实时的控制。However, none of these existing control methods can achieve follow-up control, which is not enough to truly reflect the assembly requirements and perform real-time control.
发明内容Contents of the invention
本发明的基于图像识别的自动经纬仪准直测量方法,是为了通过可视化的图像对经纬仪准直测量状态进行监视,利用图像的可量化分析特性指导经纬仪进行自动准直,最终实现经纬仪的自动准直测量,在提高测量效率的同时,消除人眼的观测误差,保证甚至提高经纬仪的测量精度。The automatic theodolite alignment measurement method based on image recognition of the present invention is to monitor the alignment measurement state of theodolite through visualized images, utilize the quantifiable analysis characteristics of the image to guide theodolite to perform automatic alignment, and finally realize the automatic alignment of theodolite Measurement, while improving measurement efficiency, eliminates observation errors of the human eye, ensuring or even improving the measurement accuracy of the theodolite.
本发明的技术方案如下:Technical scheme of the present invention is as follows:
基于图像识别的自动经纬仪准直测量方法,其测量设备由内置驱动马达的电子经纬仪、微型测量相机和固定工装组成,通过微型测量相机对电子经纬仪进行自动准直测量的引导,包括如下步骤:The automatic theodolite collimation measurement method based on image recognition, its measuring equipment is composed of an electronic theodolite with a built-in drive motor, a miniature measuring camera and a fixed tooling, and the electronic theodolite is guided by the miniature measuring camera for automatic collimation measurement, including the following steps:
(1)固定工装将微型测量相机同电子经纬仪进行连接固定,微型测量相机可通过电子经纬仪镜筒对电子经纬仪的测量视场进行无遮挡观测;(1) The fixed tooling connects and fixes the miniature measuring camera with the electronic theodolite, and the miniature measuring camera can observe the measuring field of view of the electronic theodolite through the lens barrel of the electronic theodolite without obstruction;
(2)标定微型测量相机与经纬仪的空间关系作为系统的工作内部参数,依次包括相机所拍摄图像的图像平面坐标系与经纬仪目镜十字丝观测坐标系间的转换关系(偏转系数和平移量)和焦距处于无穷远测状态(经纬仪进行准直时的焦距状态)下电子经纬仪角度偏量与微型测量相机拍摄图像中像素偏量的比例系数(水平十字丝方向比例系数和竖直方向比例系数);(2) Calibrate the spatial relationship between the micro-measurement camera and the theodolite as the internal parameters of the system, including the transformation relationship between the image plane coordinate system of the image captured by the camera and the observation coordinate system of the theodolite eyepiece reticle (deflection coefficient and translation amount) and When the focal length is in the state of infinity measurement (the focal length state when the theodolite is collimated), the proportional coefficient between the angle deviation of the electronic theodolite and the pixel deviation in the image captured by the micro-measurement camera (horizontal crosshair direction proportional coefficient and vertical direction proportional coefficient);
a.相机所拍摄图像的图像平面坐标系与经纬仪目镜十字丝观测坐标系间的转换关系(偏转系数和平移量)标定方法为:a. The conversion relationship (deflection coefficient and translation amount) between the image plane coordinate system of the image captured by the camera and the observation coordinate system of the theodolite eyepiece reticle is as follows:
设坐标系XOY为经纬仪目镜十字丝表征的基准坐标系,xoy为引导相机的像平面坐标系,两个坐标系为同平面同比例的旋转和平移线性变换,设这个转换关系为Let the coordinate system XOY be the reference coordinate system represented by the reticle of the theodolite eyepiece, xoy be the image plane coordinate system of the guiding camera, and the two coordinate systems are linear transformations of rotation and translation of the same plane and the same proportion, and the conversion relationship is set as
X=p×x+q,Y=p×y+q (1)X=p×x+q,Y=p×y+q (1)
式中(X,Y)为目标点在基准坐标系中的坐标值,基准坐标系通过对图像中的经纬仪十字丝进行提取,计算目标点到两个坐标轴的距离(像素数计量)即为这一坐标值;(x,y)为同一目标点在像平面坐标系中的坐标值,像平面坐标系以图像中心为坐标原点,平行像素排列方向和垂直像素排列方向构成坐标轴,计算目标点到两个坐标轴的距离(像素数计量)即为这一坐标值;p、q为转换关系系数;In the formula (X, Y) is the coordinate value of the target point in the reference coordinate system. The reference coordinate system extracts the theodolite crosshair in the image, and calculates the distance between the target point and the two coordinate axes (measured by the number of pixels) as This coordinate value; (x, y) is the coordinate value of the same target point in the image plane coordinate system. The image plane coordinate system takes the center of the image as the coordinate origin, and the parallel pixel arrangement direction and the vertical pixel arrangement direction constitute the coordinate axis. Calculate the target The distance from the point to the two coordinate axes (measured by the number of pixels) is the coordinate value; p and q are the conversion relationship coefficients;
在图像中任意取两个已知点A、B,设A在基准坐标系中的坐标值为(A1,A2),在像平面坐标系中的坐标值为(a1,a2),B在基准指标系中的坐标值为(B1,B2),在像平面坐标系中的坐标值为(b1,b2),通过这四组坐标值即可求解出基准坐标系与像平面坐标系的转换关系;Take two known points A and B arbitrarily in the image, let the coordinate value of A in the reference coordinate system be (A1, A2), the coordinate value in the image plane coordinate system be (a1, a2), and B be in the reference coordinate system The coordinate values in the index system are (B1, B2), and the coordinate values in the image plane coordinate system are (b1, b2). Through these four sets of coordinate values, the conversion relationship between the reference coordinate system and the image plane coordinate system can be obtained ;
b.焦距处于准直观测状态下电子经纬仪偏转角度量与微型测量相机像素数量的关系的标定方法为:b. The calibration method of the relationship between the deflection angle of the electronic theodolite and the number of pixels of the miniature measuring camera when the focal length is in the collimated observation state is:
将已固定连接微型测量相机的电子经纬仪稳定于状态1,记录状态1条件下经纬仪的水平角度和竖直角度,记录状态1条件下的微型测量相机的图像,将电子经纬仪进行水平角度和垂直角度偏转,稳定于状态2,记录状态2条件下经纬仪的水平角度和竖直角度,记录状态2条件下的微型测量相机的图像;Stabilize the electronic theodolite fixedly connected to the miniature measuring camera in state 1, record the horizontal angle and vertical angle of the theodolite under the condition of state 1, record the image of the miniature measuring camera under the condition of state 1, and carry out the horizontal angle and vertical angle of the electronic theodolite Deflection, stable in state 2, record the horizontal angle and vertical angle of the theodolite under state 2 conditions, record the image of the miniature measuring camera under state 2 conditions;
计算状态1和状态2中图像偏移的像素量,通过(1)中的标定关系将这一偏移量装换到在电子经纬仪观测坐标系下的两个偏移分量,对应于电子经纬仪状态1和状态2的水平角度和竖直角度的偏量,分别计算在电子经纬仪观测坐标系下两个坐标轴方向上的电子经纬仪的偏转角度量同微型测量相机像素偏差量的关系参数;在距离经纬仪视准轴不同偏转角的位置,电子经纬仪的偏转角度量同微型测量相机像素偏差量的关系并不是完全的线性关系,基于图像网格分布的参数标定方法,即将图像分割为N×M的若干区域,对每个区域都按照步骤(2)中的方法进行一次标定,在需要使用这一参数时根据目标位于图像的区域按照就近的原则选择对应区域的参数;Calculate the pixel amount of image offset in state 1 and state 2, and convert this offset into two offset components in the electronic theodolite observation coordinate system through the calibration relationship in (1), corresponding to the electronic theodolite state 1 and the horizontal angle of state 2 and the deflection of vertical angle, calculate respectively the deflection angle amount of the electronic theodolite on the two coordinate axis directions under the electronic theodolite observation coordinate system and the relational parameter of the miniature measurement camera pixel deviation amount; The position of the different deflection angles of the collimation axis of the theodolite, the relationship between the deflection angle of the electronic theodolite and the pixel deviation of the micro-measurement camera is not completely linear. The parameter calibration method based on the image grid distribution is to divide the image into N×M For several areas, perform a calibration for each area according to the method in step (2). When this parameter needs to be used, select the parameters of the corresponding area based on the area where the target is located in the image according to the principle of proximity;
(3)自动提取准直返回光和电子经纬仪目镜十字丝和偏差关系(3) Automatically extract the relationship between the collimated return light and the electronic theodolite eyepiece reticle and deviation
利用准直返回光和电子经纬仪目镜十字丝在图像中形状特征,通过基于灰度分析的方法在图像中提取出十字返回光的中心坐标以及电子经纬仪目镜十字丝的坐标,计算二者在图像中的像素偏差量;通过步骤(2)中标定的关系参数将像素偏差量转化为在电子经纬仪观测坐标系下水平轴和竖直轴的角度偏差量;Using the shape features of the collimated return light and the electronic theodolite eyepiece reticle in the image, the center coordinates of the cross return light and the coordinates of the electronic theodolite eyepiece reticle are extracted in the image through the method based on grayscale analysis, and the two are calculated in the image The pixel deviation amount; the pixel deviation amount is converted into the angular deviation amount of the horizontal axis and the vertical axis in the electronic theodolite observation coordinate system through the relationship parameter calibrated in step (2);
(4)将(3)中计算的角度偏差量以指令形式发送给电子经纬仪,驱动经纬仪按照设定角度进行偏转,直到完成准直。(4) Send the angle deviation calculated in (3) to the electronic theodolite in the form of a command, and drive the theodolite to deflect according to the set angle until the alignment is completed.
上述方案中,采用的电子经纬仪为具有自准直功能和内置有驱动马达的电子经纬仪,可直接采用成熟的电子经纬仪产品;In the above scheme, the electronic theodolite used is an electronic theodolite with self-collimation function and a built-in drive motor, and mature electronic theodolite products can be directly used;
上述方案中,采用的微型测量相机为微型定焦测量相机,可直接采用成熟的测量相机产品;In the above scheme, the miniature measurement camera used is a miniature fixed-focus measurement camera, and mature measurement camera products can be directly used;
上述方案中,采用的固定工装为配合目镜及微型测量相机尺寸的工装,能够将微型测量相机固定在经纬仪目镜位置的同时,通过平行固定的方式保证微型测量相机的光轴与经纬仪的视准轴基本一致。In the above scheme, the fixed tooling used is a tooling that matches the size of the eyepiece and the miniature measuring camera, which can fix the miniature measuring camera at the position of the eyepiece of the theodolite, and at the same time ensure that the optical axis of the miniature measuring camera and the collimation axis of the theodolite are fixed in parallel. Basically the same.
本发明采用的基于图像识别的经纬仪自动准直方法,由图像记录和分析的方法替代传统的人眼观测的方法,保证了在长时间测量情况下的测量稳定性,提高了测量的工作效率。The automatic collimation method of the theodolite based on image recognition adopted by the present invention replaces the traditional human eye observation method with the method of image recording and analysis, which ensures the measurement stability under long-term measurement conditions and improves the working efficiency of measurement.
附图说明Description of drawings
图1为实施本发明的自动准直方法过程中相机所拍摄图像的图像平面坐标系与经纬仪目镜十字丝观测坐标系间转换关系标定示意图。其中实线示意的XOY为经纬仪目镜十字丝表征的基准坐标系,虚线示意的xoy为由图像平面确定的像平面坐标系。Fig. 1 is a schematic diagram of calibration of the conversion relationship between the image plane coordinate system of the image taken by the camera and the theodolite eyepiece reticle observation coordinate system in the process of implementing the automatic collimation method of the present invention. The XOY indicated by the solid line is the reference coordinate system represented by the reticle of the eyepiece of the theodolite, and the xoy indicated by the dotted line is the image plane coordinate system determined by the image plane.
图2为实施本发明的自动准直方法过程中基于图像网格分布的参数标定方法即将图像分割为N×M的若干区域,对每个格网点都按照焦距处于准直观测状态下标定的示意图。其中白色点为图像中心点,黑色点为图像的格网点。Fig. 2 is the parameter calibration method based on the image grid distribution in the process of implementing the automatic collimation method of the present invention, which is to divide the image into several regions of N×M, and calibrate each grid point according to the focal length in the collimation observation state . The white point is the center point of the image, and the black point is the grid point of the image.
图3为基于图像识别的经纬仪自动准直测量系统的整体示意图。Fig. 3 is an overall schematic diagram of the theodolite automatic collimation measurement system based on image recognition.
其中,1为经纬仪目镜;2为固定工装;3为微型测量相机。Among them, 1 is theodolite eyepiece; 2 is fixed tooling; 3 is a miniature measuring camera.
具体实施方式Detailed ways
以下介绍的是作为本发明所述内容的具体实施方式,下面通过具体实施方式对本发明的所述内容作进一步的阐明。当然,描述下列具体实施方式只为示例本发明的不同方面的内容,而不应理解为限制本发明范围。The following is a specific implementation manner of the content of the present invention, and the content of the present invention will be further clarified through the specific implementation mode below. Of course, the following specific embodiments are described only to illustrate different aspects of the present invention, and should not be construed as limiting the scope of the present invention.
如图3所示,本发明的基于图像识别的自动经纬仪准直测量方法使用的设备包括微型测量相机,该微型测量相机通过固定工装固定于经纬仪的目镜处,微型测量相机和固定工装之间以及固定工装与目镜之间采用螺钉卡紧的方式固定。通过电子经纬仪的测量镜筒对电子经纬仪的视场进行观测,进行测量时依次进行两种标定,具体实施方式如下:As shown in Figure 3, the equipment that the automatic theodolite collimation measurement method based on image recognition of the present invention uses comprises miniature measuring camera, and this miniature measuring camera is fixed on the eyepiece place of theodolite by fixed frock, between miniature measuring camera and fixed frock and The fixing tool and the eyepiece are fixed by screw clamping. The field of view of the electronic theodolite is observed through the measuring lens barrel of the electronic theodolite, and two kinds of calibrations are carried out successively during the measurement. The specific implementation methods are as follows:
(1)相机所拍摄图像的图像平面坐标系与经纬仪目镜十字丝观测坐标系间的转换关系(偏转系数和平移量)标定方法为:(1) The conversion relationship (deflection coefficient and translation amount) between the image plane coordinate system of the image captured by the camera and the observation coordinate system of the theodolite eyepiece reticle is as follows:
设p、q为转换关系系数。如图1所示为相机拍摄的图像,采用人工绘制的方法用鼠标选取十字丝上的两点来获取水平十字丝线和竖直十字丝线,记录十字丝中心以及水平十字丝上的点和竖直十字丝上的点在图像中的像素位置。图像的中心点为o,像素排列的行方向为ox,像素排列的列方向为oy,经纬仪目镜十字丝中心在图像中显示为O,水平十字丝方向为OX,竖直十字丝方向为OY。设坐标系XOY为十字丝表征的基准坐标系,xoy为引导相机的图像平面坐标系。两个坐标系为同平面内的旋转和平移,数学关系为线性关系,设这个转换关系为Let p and q be the conversion relation coefficients. As shown in Figure 1, it is the image taken by the camera. Use the manual drawing method to select two points on the crosshair with the mouse to obtain the horizontal crosshair line and the vertical crosshair line, and record the center of the crosshair and the point on the horizontal crosshair and the vertical crosshair. The pixel position of the point on the crosshair in the image. The center point of the image is o, the row direction of the pixel arrangement is ox, the column direction of the pixel arrangement is oy, the center of the theodolite eyepiece crosshair is displayed as O in the image, the direction of the horizontal crosshair is OX, and the direction of the vertical crosshair is OY. Let the coordinate system XOY be the reference coordinate system represented by the crosshairs, and xoy be the image plane coordinate system of the guiding camera. The two coordinate systems are rotation and translation in the same plane, and the mathematical relationship is a linear relationship. Let this conversion relationship be
X=p×x+q,Y=p×y+q (1)X=p×x+q,Y=p×y+q (1)
式中(X,Y)为目标点在基准坐标系中的像素坐标值,基准坐标系通过对图像中的经纬仪十字丝进行提取,计算目标点到两个坐标轴的距离(像素数计量)即为这一坐标值;(x,y)为同一目标点在图像平面坐标系中的像素坐标值,像平面坐标系以图像中心为坐标原点,平行像素排列方向和垂直像素排列方向构成坐标轴,计算目标点到两个坐标轴的距离(像素数计量)即为这一坐标值。In the formula (X, Y) is the pixel coordinate value of the target point in the reference coordinate system. The reference coordinate system extracts the theodolite crosshair in the image, and calculates the distance from the target point to the two coordinate axes (measured by the number of pixels). is this coordinate value; (x, y) is the pixel coordinate value of the same target point in the image plane coordinate system, the image plane coordinate system takes the image center as the coordinate origin, and the parallel pixel arrangement direction and the vertical pixel arrangement direction constitute the coordinate axis, This coordinate value is used to calculate the distance from the target point to the two coordinate axes (measured in pixels).
在图像中任意取点A,设A在基准坐标系中的坐标值为(A1,A2),在像平面坐标系中的坐标值为(a1,a2)。则有方程;Take point A arbitrarily in the image, set the coordinate value of A in the reference coordinate system as (A1, A2), and the coordinate value in the image plane coordinate system as (a1, a2). Then there is the equation;
A1=p×a1+q和A2=p×a2+q;A1=p×a1+q and A2=p×a2+q;
求解方程可得:p=(A1-A2)/(a1-a2),q=A1-(A1-A2)×/(a1-a2)。Solve the equation to get: p=(A1-A2)/(a1-a2), q=A1-(A1-A2)×/(a1-a2).
(2)焦距处于无穷远测状态(经纬仪进行准直时的焦距状态)下电子经纬仪角度偏量与微型测量相机拍摄图像中像素偏量的比例系数标定方法为:(2) When the focal length is in the state of infinity measurement (the focal length state when the theodolite is collimating), the calibration method of the proportional coefficient between the angle offset of the electronic theodolite and the pixel offset in the image captured by the micro-measurement camera is as follows:
设K为水平方向上的比例系数,K′为竖直方向上的比例系数。在图像中设有两点C、D,C点在xoy坐标系下的像素坐标值为(C,D),D点在xoy坐标系下的像素坐标值为(c,d),经过坐标系XOY与xoy的转换关系可以得到C点在XOY坐标系下的像素坐标值为(C′,D′),D点在XOY坐标系下的像素坐标值为(c′,d′)。经纬仪瞄准C点时,经纬仪的角度显示为(α(水平角),β(竖直角)),经纬仪瞄准D点时,经纬仪的角度显示为(α′(水平角),β′(竖直角))。Let K be the scale factor in the horizontal direction, and K' be the scale factor in the vertical direction. There are two points C and D in the image. The pixel coordinate value of point C in the xoy coordinate system is (C, D), and the pixel coordinate value of point D in the xoy coordinate system is (c, d). After passing through the coordinate system The conversion relationship between XOY and xoy can get the pixel coordinate value of point C in the XOY coordinate system (C', D'), and the pixel coordinate value of point D in the XOY coordinate system (c', d'). When the theodolite is aimed at point C, the angle of the theodolite is displayed as (α (horizontal angle), β (vertical angle)), when the theodolite is aimed at point D, the angle of theodolite is displayed as (α' (horizontal angle), β' (vertical angle) horn)).
则水平方向上的比例系数K为:K=|α′-α|/|C′-C|;(如经纬仪瞄准D点时经纬仪转过了水平角度零点,则K=|α′+360-α|/|C′-C|;)Then the proportional coefficient K in the horizontal direction is: K=|α′-α|/|C′-C|; (if the theodolite turns over the zero point of the horizontal angle when the theodolite is aimed at point D, then K=|α′+360- α|/|C′-C|;)
竖直方向上的比例系数K′为:K′=|β′-β|/|D′-D|。The proportional coefficient K' in the vertical direction is: K'=|β'-β|/|D'-D|.
由于在距离经纬仪视准轴不同偏转角的位置电子经纬仪的偏转角度量同微型测量相机像素偏差量的关系并不是完全的线性关系,因此采用基于图像网格分布的参数标定方法,如图2,将图像按照图像的行列方向分割为N×M的若干区域,其中白色原点为图像中心,定义其他行列交点(黑色点)为(D1,D2……)选在进行(2)的②标定时选取图像中心点位C,依次选取(D1,D2……)为D点进行标定,得出在每个D1、D2……点的水平方向上的比例系数K和竖直方向上的比例系数K′。Since the relationship between the deflection angle of the electronic theodolite and the pixel deviation of the micro-measurement camera at different deflection angles from the collimation axis of the theodolite is not completely linear, a parameter calibration method based on image grid distribution is adopted, as shown in Figure 2. Divide the image into several N×M areas according to the row and column direction of the image, where the white origin is the center of the image, and define other row and column intersection points (black points) as (D1, D2...) and select it when performing (2) ② calibration Image center point C, sequentially select (D1, D2...) as point D for calibration, and obtain the proportional coefficient K in the horizontal direction and the proportional coefficient K' in the vertical direction at each point D1, D2... .
(3)在测量状态下通过微型测量相机对经纬仪的准直测量视场进行图像记录,在记录图像中采用steger法对图像中的准直十字光进行分割,提取出电子经纬仪的准直返回光的水平中心线点和竖直中心线点,再通过基于Hough变换的直线提取方法准直返回光中心线,通过交会计算得到十字丝中心在图像坐标系xoy下的像素坐标值(m,n),计算与(m,n)点距离最为接近的行列交点(D1,D2……),设此交点处水平方向上的比例系数为K,竖直方向上的比例系数为K′。通过(2)中标定的内部参数转化为电子经纬仪的角度驱动量(γ,δ),具体计算方法为:(3) In the measurement state, the collimated measurement field of view of the theodolite is recorded by the miniature measuring camera, and the collimated cross light in the image is segmented by the Steger method in the recorded image, and the collimated return light of the electronic theodolite is extracted The horizontal centerline point and the vertical centerline point, and then collimate and return the light centerline through the straight line extraction method based on Hough transform, and obtain the pixel coordinate value (m,n) of the crosshair center in the image coordinate system xoy through intersection calculation , calculate the row-column intersection point (D1, D2...) closest to the (m, n) point, and set the proportional coefficient in the horizontal direction of the intersection point to K, and the proportional coefficient in the vertical direction to be K′. The internal parameters calibrated in (2) are converted into the angular driving quantities (γ, δ) of the electronic theodolite, and the specific calculation method is:
γ=(m×p+q)×K;γ=(m×p+q)×K;
δ=(n×p+q)×K′。δ=(n×p+q)×K′.
(4)根据(3)中的电子经纬仪角度驱动量由计算机发送控制指令驱动电子经纬仪按照(γ,δ)进行角度偏转,达到准直状态。(4) According to the angular drive amount of the electronic theodolite in (3), the computer sends control instructions to drive the electronic theodolite to deflect the angle according to (γ, δ) to achieve the collimation state.
尽管上文对本发明的具体实施方式进行了详细的描述和说明,但应该指明的是,我们可以对上述实施方式进行各种改变和修改,但这些都不脱离本发明的精神和所附的权利要求所记载的范围。Although the specific embodiments of the present invention have been described and illustrated in detail above, it should be pointed out that we can make various changes and modifications to the above embodiments, but these do not depart from the spirit of the present invention and the appended rights. Request the range described.
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