保持运动目标可见性的运动策略

S. LaValle, H. González-Baños, C. Becker, J. Latombe
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引用次数: 248

摘要

我们介绍了计算机器人运动策略的问题,该策略在混乱的工作空间中保持运动目标的可见性。运动约束(在标准运动规划中考虑)和可见性约束(在视觉跟踪中考虑)都必须得到满足。其他标准,如总行驶距离,可以进行优化。一般问题根据目标是否可预测分为两类。对于可预测的情况,给出了一种计算最优数值解的算法。对于部分可预测目标的更具挑战性的情况,提出了两种在线算法,每种算法都试图在有限的预测下保持未来的可见性。一种策略最大化目标在随后的时间步骤中保持在视野中的概率,另一种策略最大化目标可以逃离可见区域的最小时间。我们还讨论了我们在移动机器人系统上的实现和实验所产生的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Motion strategies for maintaining visibility of a moving target
We introduce the problem of computing robot motion strategies that maintain visibility of a moving target in a cluttered workspace. Both motion constraints (as considered in standard motion planning) and visibility constraints (as considered in visual tracking) must be satisfied. Additional criteria, such as the total distance traveled, can be optimized. The general problem is divided into two categories, on the basis of whether the target is predictable. For the predictable case, an algorithm that computes optimal, numerical solutions is presented. For the more challenging case of a partially-predictable target, two online algorithms are presented that each attempt to maintain future visibility with limited prediction. One strategy maximizes the probability that the target will remain in view in a subsequent time step, and the other maximizes the minimum time in which the target could escape the visibility region. We additionally discuss issues resulting from our implementation and experiments on a mobile robot system.
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