Zhao Yuxin, Wu Jiahao, Zheng Mianjie
School of Humanities, University of Westminster, London, United Kingdom.
School of Information and Intelligent Engineering, Guangzhou Xinhua University, Guangzhou, Guangdong, China.
Front Neurorobot. 2025 Feb 5;19:1546731. doi: 10.3389/fnbot.2025.1546731. eCollection 2025.
Time angle of arrival (AoA) and time difference of arrival (TDOA) are two widely used methods for solving dynamic signal source localization (DSSL) problems, where the position of a moving target is determined by measuring the angle and time difference of the signal's arrival, respectively. In robotic manipulator applications, accurate and real-time joint information is crucial for tasks such as trajectory tracking and visual servoing. However, signal propagation and acquisition are susceptible to noise interference, which poses challenges for real-time systems. To address this issue, a noise-immune zeroing neural dynamics (NIZND) model is proposed. The NIZND model is a brain-inspired algorithm that incorporates an integral term and an activation function into the traditional zeroing neural dynamics (ZND) model, designed to effectively mitigate noise interference during localization tasks. Theoretical analysis confirms that the proposed NIZND model exhibits global convergence and high precision under noisy conditions. Simulation experiments demonstrate the robustness and effectiveness of the NIZND model in comparison to traditional DSSL-solving schemes and in a trajectory tracking scheme for robotic manipulators. The NIZND model offers a promising solution to the challenge of accurate localization in noisy environments, ensuring both high precision and effective noise suppression. The experimental results highlight its superiority in real-time applications where noise interference is prevalent.
到达时间角度(AoA)和到达时间差(TDOA)是解决动态信号源定位(DSSL)问题的两种广泛使用的方法,其中移动目标的位置分别通过测量信号到达的角度和时间差来确定。在机器人操纵器应用中,准确和实时的关节信息对于轨迹跟踪和视觉伺服等任务至关重要。然而,信号传播和采集容易受到噪声干扰,这给实时系统带来了挑战。为了解决这个问题,提出了一种抗噪声归零神经动力学(NIZND)模型。NIZND模型是一种受大脑启发的算法,它将一个积分项和一个激活函数纳入传统的归零神经动力学(ZND)模型,旨在有效减轻定位任务期间的噪声干扰。理论分析证实,所提出的NIZND模型在噪声条件下具有全局收敛性和高精度。仿真实验证明了NIZND模型与传统DSSL求解方案相比以及在机器人操纵器轨迹跟踪方案中的鲁棒性和有效性。NIZND模型为噪声环境中的精确定位挑战提供了一个有前途的解决方案,确保了高精度和有效的噪声抑制。实验结果突出了其在噪声干扰普遍存在的实时应用中的优越性。