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Binocular geometry and camera motion directly from normal flows.

机译:双目几何和相机运动直接来自法线流。

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摘要

Active vision systems are about mobile platform equipped with one or more than one cameras. They perceive what happens in their surroundings from the image streams the cameras grab. Such systems have a few fundamental tasks to tackle---they need to determine from time to time what their motion in space is, and should they have multiple cameras, they need to know how the cameras are relatively positioned so that visual information collected by the respective cameras can be related. In the simplest form, the tasks are about finding the motion of a camera, and finding the relative geometry of every two cameras, from the image streams the cameras collect.The relative motion between a camera and the imaged environment generally induces a flow field in the image stream captured by the camera. The flow field, which is about motion correspondences of the various image positions over the image frames, is referred to as the optical flows in the literature. If the optical flow field of every camera can be made available, the motion of a camera can be readily determined, and so can the relative geometry of two cameras. However, due to the well-known aperture problem, directly observable at any image position is generally not the full optical flow, but only the component of it that is normal to the iso-brightness contour of the intensity profile at the position. The component is widely referred to as the normal flow. It is not impossible to infer the full flow field from the normal flow field, but then it requires some specific assumptions about the imaged scene, like it is smooth almost everywhere etc.This thesis aims at exploring how the above two fundamental tasks can be tackled by operating on the normal flow field directly. The objective is, without the full flow inferred explicitly in the process, and in turn no specific assumption made about the imaged scene, the developed methods can be applicable to a wider set of scenes. The thesis consists of two parts. The first part is about how the inter-camera geometry of two cameras can be determined from the two monocular normal flow fields. The second part is about how a camera's ego-motion can be determined by examining only the normal flows the camera observes.On determining the relative geometry of two cameras, there already exist a number of calibration techniques in the literature. They are based on the presence of either some specific calibration objects in the imaged scene, or a portion of the scene that is observable by both cameras. However, in active vision, because of the "active" nature of the cameras, it could happen that a camera pair do not share much or anything in common in their visual fields. In the first part of this thesis, we propose a new solution method to the problem. The method demands image data under a rigid motion of the camera pair, but unlike the existing motion correspondence-based calibration methods it does not estimate the optical flows or motion correspondences explicitly. Instead it estimates the inter-camera geometry from the monocular normal flows. Moreover, we propose a strategy on selecting optimal groups of normal flow vectors to improve the accuracy and efficiency of the estimation.On determining the ego-motion of a camera, there have been many previous works as well. However, again, most of the works require to track distinct features in the image stream or to infer the full optical flow field from the normal flow field. Different from the traditional works, utilizing no motion correspondence nor the epipolar geometry, a new method is developed that operates again on the normal flow data directly. The method has a number of features. It can employ the use of every normal flow data, thus requiring less texture from the image scene. A novel formulation of what the normal flow direction at an image position has to offer on the camera motion is given, and this formulation allows a locus of the possible camera motion be outlined from every data point. With enough data points or normal flows over the image domain, a simple voting scheme would allow the various loci intersect and pinpoint the camera motion.We have tested the methods on both synthetic image data and real image sequences. Experimental results show that the developed methods are effective in determining inter-camera geometry and camera motion from normal flow fields.
机译:主动视觉系统是关于配备一个或多个摄像头的移动平台。他们从摄像机捕获的图像流中感知周围环境中发生的情况。这样的系统有一些基本任务要解决-他们需要不时确定它们在空间中的运动,并且如果他们有多个摄像头,他们需要知道摄像头的相对位置,以便由可以关联各个摄像机。在最简单的形式中,任务是从相机收集的图像流中找到相机的运动,并找到每两个相机的相对几何形状。相机和成像环境之间的相对运动通常会在相机中感应出一个流场。相机捕获的图像流。关于图像帧上的各个图像位置的运动对应的流场在文献中被称为光流。如果可以使每个摄像机的光流场可用,则可以轻松确定摄像机的运动,因此也可以确定两个摄像机的相对几何形状。但是,由于众所周知的孔径问题,在任何图像位置上直接可观察到的通常不是完整的光流,而是仅垂直于该位置处强度分布的等亮度轮廓的分量。该分量被广泛称为正常流。从正常流场推断出全流场并不是不可能的,但是它需要对成像场景进行一些特定的假设,例如几乎到处都平滑等。本文旨在探讨如何解决以上两个基本任务直接在正常流场上进行操作。目的是,在过程中没有明确推断出全部流程的情况下,进而也无需对成像场景进行特定假设,因此所开发的方法可以应用于更广泛的场景。论文分为两部分。第一部分是关于如何从两个单眼法向流场确定两个摄像机的摄像机间几何形状。第二部分是关于如何仅通过检查相机观察到的正常流量来确定相机的自我运动。在确定两个相机的相对几何形状时,文献中已经存在许多校准技术。它们基于已成像场景中某些特定校准对象的存在,或基于两个摄像机均可观察到的部分场景。但是,在主动视觉中,由于摄像机的“主动”性质,可能会发生摄像机对在它们的视野中没有太多或任何共同点的情况。在本文的第一部分,我们提出了一种新的解决方法。该方法在摄像机对的刚性运动下需要图像数据,但是与现有的基于运动对应关系的校准方法不同,它没有明确估计光流或运动对应关系。取而代之的是,它根据单眼法向流估计摄像机间的几何形状。此外,我们提出了一种选择最佳法向流向量组的策略,以提高估计的准确性和效率。在确定摄像机的自我运动时,也有很多先前的工作。但是,再次,大多数工作需要跟踪图像流中的不同特征或从正常流场推断出完整的光流场。与传统作品不同,它既没有运动对应也没有极线几何,而是开发了一种新方法,可以直接对正常流量数据进行操作。该方法具有许多功能。它可以利用每个正常流数据的使用,因此从图像场景中需要较少的纹理。给出了图像位置的正常流动方向必须对摄像机运动提供的新颖表达,并且该表达允许从每个数据点概述可能的摄像机运动的轨迹。在图像域上有足够的数据点或正常流的情况下,简单的投票方案将允许各个基因座相交并精确定位摄像机的运动。我们已经在合成图像数据和真实图像序列上测试了这些方法。实验结果表明,所开发的方法可有效地确定摄像机之间的几何形状和正常流场中的摄像机运动。

著录项

  • 作者

    Yuan, Ding.;

  • 作者单位

    The Chinese University of Hong Kong (Hong Kong).;

  • 授予单位 The Chinese University of Hong Kong (Hong Kong).;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 2009
  • 页码 131 p.
  • 总页数 131
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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