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Stabilization of a Cart Inverted Pendulum: Improving the Intermittent Feedback Strategy to Match the Limits of Human Performance

机译:稳定小车倒立摆的能力:改进间歇性反馈策略以适应人类绩效的极限

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Stabilization of the CIP (Cart Inverted Pendulum) is an analogy to stick balancing on a finger and is an example of unstable tasks that humans face in everyday life. The difficulty of the task grows exponentially with the decrease of the length of the stick and a stick length of 32 cm is considered as a human limit even for well-trained subjects. Moreover, there is a cybernetic limit related to the delay of the multimodal sensory feedback (about 230 ms) that supports a feedback stabilization strategy. We previously demonstrated that an intermittent-feedback control paradigm, originally developed for modeling the stabilization of upright standing, can be applied with success also to the CIP system, but with values of the critical parameters far from the limiting ones (stick length 50 cm and feedback delay 100 ms). The intermittent control paradigm is based on the alternation of on-phases, driven by a proportional/derivative delayed feedback controller, and off-phases, where the feedback is switched off and the motion evolves according to the intrinsic dynamics of the CIP. In its standard formulation, the switching mechanism consists of a simple threshold operator: the feedback control is switched off if the current (delayed) state vector is closer to the stable than to the unstable manifold of the off-phase and is switched on in the opposite case. Although this simple formulation is effective for explaining upright standing as well as CIP balancing, it fails in the most challenging configuration of the CIP. In this work we propose a modification of the standard intermittent control policy that focuses on the explicit selection of switching times and is based on the phase reset of the estimated state vector at each switching time and on the simulation of an approximated internal model of CIP dynamics. We demonstrate, by simulating the modified intermittent control policy, that it can match the limits of human performance, while operating near the edge of instability.
机译:CIP(购物车倒立摆)的稳定性类似于在手指上保持平衡的类比,并且是人类日常生活中面临的不稳定任务的一个示例。任务的难度随着杆的长度的减少而呈指数增长,并且即使对于训练有素的受试者,杆长度为32 cm也被认为是人类的极限。而且,存在与支持反馈稳定策略的多模式感官反馈的延迟(大约230 ms)有关的控制论限制。先前我们已经证明,最初开发用于模拟直立站立稳定性的间歇反馈控制范式也可以成功地应用于CIP系统,但是关键参数的值应远离极限值(杆长50 cm和反馈延迟100毫秒)。间歇性控制范例基于由比例/微​​分延迟反馈控制器驱动的同相和异相的交替,其中反馈被关闭,并且运动根据CIP的固有动力学而变化。在其标准公式中,切换机制由一个简单的阈值运算符组成:如果电流(延迟)状态矢量更接近于稳定相而不是不稳定相的不稳定歧管,则关闭反馈控制,然后在反馈相中打开。相反的情况。尽管这种简单的公式对于解释直立姿势和CIP平衡非常有效,但在CIP最具挑战性的配置中却失败了。在这项工作中,我们提出了对标准间歇控制策略的修改,该策略着重于明确选择切换时间,并且基于每个切换时间的估计状态向量的相位重置以及基于CIP动态的近似内部模型的仿真。 。通过模拟修改后的间歇控制策略,我们证明了它可以匹配人类性能的极限,同时在不稳定的边缘运行。

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