虚拟环境中光学跟踪的相机设置优化

Philippe Cerfontaine, M. Schirski, Daniel Bündgens, T. Kuhlen
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引用次数: 1

摘要

在本文中,我们提出了一种方法,通过指定应跟踪的体积和初始相机设置,为具有多个相机的跟踪系统找到最佳相机对准。我们使用的方法是双重的:一方面,我们使用一个相当简单的基于梯度的最陡下降方法;另一方面,我们还实现了一个模拟退火算法,该算法具有保证最优性的断言。这两种方法都是全自动的,并且利用了现代图形硬件,因为我们实现了基于gpu的加速可见性测试。提出的算法可以通过调整给定的一组参数来自动优化整个摄像机的设置。根据所需的应用程序,优化可能有不同的目标,例如,有人可能希望优化到指定体积的尽可能广泛的覆盖范围,而其他人则希望最大化看到特定区域的摄像机数量,以克服跟踪过程中的严重遮挡问题。我们的方法还考虑了用户可以根据必须设置摄像机的本地环境指定的参数约束。这使得简单地制定更高级别的约束成为可能,例如,所有相机都有一个垂直向上的矢量。它可以根据给定的情况单独调整优化,并保证算法输出的可行性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Camera setup optimization for optical tracking in virtual environments
In this paper we present a method for finding the optimal camera alignment for a tracking system with multiple cameras, by specifying the volume that should be tracked and an initial camera setup. The approach we use is twofold: on the one hand, we use a rather simple gradient based steepest descent method and on the other hand, we also implement a simulated annealing algorithm that features guaranteed optimality assertions. Both approaches are fully automatic and take advantage of modern graphics hardware since we implemented a GPU-based accelerated visibility test. The proposed algorithms can automatically optimize the whole camera setup by adjusting the given set of parameters. The optimization may have different goals depending on the desired application, e.g. one may wish to optimize towards the widest possible coverage of the specified volume, while others would prefer to maximize the number of cameras seeing a certain area to overcome heavy occlusion problems during the tracking process. Our approach also considers parameter constraints that the user may specify according to the local environment where the cameras have to be set up. This makes it possible to simply formulate higher level constraints e.g. all cameras have a vertical up vector. It individually adapts the optimization to the given situation and also asserts the feasibility of the algorithm's output.
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