序列共线点的无累加器Hough变换

R. Kurniawan, Z. Fuadi, Ramzi Adriman
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引用次数: 1

摘要

对环境的感知、定位和导航对于自主移动机器人和车辆至关重要。因此,在移动机器人应用中,二维激光测距传感器被广泛用于测量机器人与其周围物体的原点。传感器产生的测量数据传输到控制器,控制器通过一个或多个合适的算法分几个步骤对数据进行处理,以提取所需的信息。通用霍夫变换(Universal Hough Transform, UHT)是提取直线等原始几何形状的一种合适且流行的算法,将在后续的数据处理中得到应用。然而,UHT具有很高的计算复杂度,并且需要所谓的累加器阵列,不太适合对高速低复杂度计算有很高要求的实时应用。本文提出了一种无累加器的霍夫变换(AfHT),以降低计算复杂度并消除累加器阵列的需要。利用二维激光扫描仪的测量数据对该算法进行了验证,并与标准霍夫变换进行了比较。结果表明,AfHT的提取值与UHT的提取值一致,但计算的复杂性和对计算机内存的需求显著降低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accumulator-free Hough Transform for Sequence Collinear Points
The perception, localization, and navigation of its environment are essential for autonomous mobile robots and vehicles. For that reason, a 2D Laser rangefinder sensor is used popularly in mobile robot applications to measure the origin of the robot to its surrounding objects. The measurement data generated by the sensor is transmitted to the controller, where the data is processed by one or multiple suitable algorithms in several steps to extract the desired information. Universal Hough Transform (UHT) is one of the appropriate and popular algorithms to extract the primitive geometry such as straight line, which later will be used in the further step of data processing. However, the UHT has high computational complexity and requires the so-called accumulator array, which is less suitable for real-time applications where a high speed and low complexity computation is highly demanded. In this study, an Accumulator-free Hough Transform (AfHT) is proposed to reduce the computational complexity and eliminate the need for the accumulator array. The proposed algorithm is validated using the measurement data from a 2D laser scanner and compared to the standard Hough Transform. As a result, the extracted value of AfHT shows a good agreement with that of UHT but with a significant reduction in the complexity of the computation and the need for computer memory.
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