一种模拟初始收敛分量动力学的最小模型

W. Yuan, J. Semmlow, T. Alvarez, P. Munoz
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引用次数: 1

摘要

根据双模理论,视差收敛眼动阶跃反应的两种不同动力成分处于不同的控制机制下。最初,快速上升的组件由开环,预编程系统控制,而后来,缓慢的组件是反馈控制。分离这两个组成部分或分离初始组成部分的能力对于研究这两个控制系统至关重要。为了实现这一目标,设计了一个包含四个独立可调参数的简单开环控制模型来模拟视差收敛运动。该模型大大简化了控制系统,但在模拟初始分量收敛响应的动态细节方面表现出了显著的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A minimal model to simulate dynamics of initial vergence component
According to the dual-mode theory, the two different dynamic components seen in the step response of disparity vergence eye movements are under separate control mechanisms. The initial, fast rising component is controlled by an open loop, preprogrammed system while the later, slow component is feedback controlled. The ability to separate the two components, or to isolate the initial component, is critical to the study of both control systems. To approach this goal, a simple open-loop control model, containing four independently adjustable parameters, was designed to simulate the disparity vergence movement. This model provided a substantial simplification of the control system, yet demonstrated remarkable accuracy in its ability to simulate the dynamic details of the initial component vergence response.
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