Precision livestock farming optimizes livestock production through the use of sensor information and communication technologies to support decision making, proactively and near real-time. Among available technologies to monitor foraging behavior, the acoustic method has been highly reliable and repeatable, but can be subject to further computational improvements to increase precision and specificity of recognition of foraging activities. In this study, an algorithm called Jaw Movement segment-based Foraging Activity Recognizer (JMFAR) is proposed. The method is based on the computation and analysis of temporal, statistical and spectral features of jaw movement sounds for detection of rumination and grazing bouts. They are called JM-segment features because they are extracted from a sound segment and expect to capture JM information of the whole segment rather than individual JMs. Two variants of the method are proposed and tested: (i) the temporal and statistical features only JMFAR-ns; and (ii) a feature selection process (JMFAR-sel). The JMFAR was tested on signals registered in a free grazing environment, achieving an average weighted F1-score of 93%. Then, it was compared with a state-of-the-art algorithm, showing improved performance for estimation of grazing bouts (+19%). The JMFAR-ns variant reduced the computational cost by 25.4%, but achieved a slightly lower performance than the JMFAR. The good performance and low computational cost of JMFAR-ns supports the feasibility of using this algorithm variant for real-time implementation in low-cost embedded systems. The method presented within this publication is protected by a pending patent application: AR P20220100910.
翻译:精密牲畜饲养法通过使用传感信息和通信技术,积极和近近实时地支持决策,优化牲畜生产; 在监测饲料行为的现有技术中,声学方法高度可靠和可重复,但可进一步进行计算改进,以提高饲料活动认识的准确性和具体性; 在这次研究中,提议了一种名为 " 珠运动基于分部的饲料活动识别者 " (JMFAR)的算法; 这种方法以计算和分析2010年下巴运动的时间、统计和光谱特性为基础,以探测游荡和放牧情况; 这些技术被称为 " 运动组合 " 特征,因为它们是从音响部分提取的,预期获取整个部分而非单个JMS的信息。 提出并测试了两种方法的变式:(一) 时间和统计特性仅以Jaw运动区划活动识别者(JMRFAR)为主(JRFAR-sel),该方法基于自由放牧环境所记录的信号,以93%的平均加权保护F1值为基础。 然后,将其与正值缩缩缩缩缩算法的应用比起来,该方法以略为最低成本。