不同图像边缘检测算法在实际嵌入式ADAS平台上的实现

Dario Ćorić, I. Kastelan, M. Herceg, N. Pjevalica
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摘要

近年来,先进驾驶辅助系统(ADASs)在现代汽车中越来越受欢迎。其中许多都是基于处理车载摄像头拍摄的图像。此外,在基于图像处理的ADAS算法中,边缘检测通常是最重要的步骤之一。因此,正确选择边缘检测方法,以达到高性能和低处理时间是很重要的。由于使用真实的ADAS平台时可用的硬件资源有限,因此需要进行权衡。本文在实际的ADAS Alpha板上实现了四种不同的边缘检测算子(Sobel, Prewitt, Laplace和Canny)。该实现是使用Vision软件开发工具包(SDK)执行的,该工具包是一个多处理器软件平台,专门针对Alpha板组成的德州仪器(TI)片上系统(soc)进行了优化。为了在真实的ADAS操作环境中测试操作员的性能,使用了Berkeley数据集。将每个边缘检测器的输出结果与Berkeley数据集中可用的地面真值标记图像进行比较,以检查哪个检测器在边缘检测精度方面达到最高性能。此外,还比较了操作符的执行时间和内存使用情况。结果表明,Canny算子需要最长的执行时间和最大的内存,但它也能达到最高的边缘检测精度。它还表明,在某些可接受的情况下,可以实现检测器精度与其要求之间的权衡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of different image edge detection algorithms on a real embedded ADAS platform
Advanced Driver-Assistance Systems (ADASs) are becoming more and more popular in modern vehicles in the last years. A number of them are based on processing the images captured by in-vehicle cameras. Furthermore, in image processing-based ADAS algorithms one of the most important steps often is edge detection. Therefore, it is important to properly choose the edge detection method, to achieve high performance and low processing time. Due to limited hardware resources available when using real ADAS platforms, the trade-off is needed. In this paper, the implementation of four different edge detection operators (Sobel, Prewitt, Laplace and Canny) onto a real ADAS Alpha board is performed. The implementation is performed using the Vision Software Development Kit (SDK), which is a multi-processor software platform specifically optimized to work with Texas Instruments (TI) Systems-On-Chip (SoCs) that Alpha board consists of. To test the operators’ performance in a real ADAS operational environment, the Berkeley dataset is used. The output results of each edge detector are compared to available ground truth labeled images from the Berkeley dataset to check which detector achieves the highest performance in terms of edge detection accuracy. Furthermore, the operators are compared in terms of execution time and memory usage. It was shown that Canny operator requires the longest execution time and the highest amount of memory, but it also achieves the highest edge detection accuracy. It is also shown that the trade-off between detector accuracy and its requirements can be achieved in certain situations where it is acceptable.
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