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Informational and mechanical coupling dynamics in bat-ball coordination.

机译:球与球协调中的信息和机械耦合动力学。

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摘要

The interdisciplinary field of synergetics provides an explanation of the behavior of complex systems through an analysis of the dynamics of their collective variables, or order parameters (Haken, 1983). Following synergetic principles, Schoner and Kelso (1988a; 1988b) offer an analysis of how a pair of coupled oscillatory systems might adjust their intrinsic dynamics to produce the order parameter dynamics required for an intended dynamical behavioral pattern. This dynamics may depend on extrinsic influences from environmentally specific information (e.g., targets to be reached). Here target information is treated as an additional forcing function on the coupled system whose influence causes the system's order parameter dynamics to move from its old equilibrium state to a new equilibrium state indicative of the intended behavior pattern. In the present experiments this dynamical theory of behavioral patterns is applied to the coordination patterns observed in the performance of the simplest bat-ball skill--repetitively striking a ball on a string with a pendular bat. The bat-ball coordination problem requires coordination between a biological system and a mechanical system; it is a problem of forced coordination between a forcing biological system and a forced mechanical system. Experiment 1 investigated the problem of intrinsic order parameter dynamics, that is, the dynamics in the absence of any behaviorally specific environmental constraints. Experiment 2 examined the problem of required dynamics in batting the ball in a stable cyclic fashion to a hard surface. Predictions from the equations were supported by data from both experiments. Experiment 3 examined the problem of batting the ball to a nonresistant (visually specified) target at a specified distance. The results obtained accorded with the basic assumption of environmental information as an additional forcing term directly influencing the order parameter dynamics. In sum, bat-ball skill investigated in this research may provide an experimental vehicle for further understanding the order parameter dynamics of behavioral patterns, and thereby advance the formal analysis of the perception-action achievements of humans and other animals.
机译:协同学的跨学科领域通过分析其集体变量或阶序参数的动力学来解释复杂系统的行为(Haken,1983)。遵循协同原理,Shoner和Kelso(1988a; 1988b)提供了对一对耦合的振荡系统如何调整其内在动力学以产生预期动力学行为模式所需的阶次参数动力学的分析。这种动态可能取决于环境特定信息(例如,要达到的目标)的外部影响。在此,目标信息被视为耦合系统上的附加强制函数,其影响会导致系统的阶跃参数动力学从其旧的平衡状态变为指示预期行为模式的新的平衡状态。在目前的实验中,这种行为模式的动力学理论被应用于以最简单的击球技巧进行表演时观察到的协调模式,即用摆锤反复敲击球。球与球之间的协调问题需要生物系统与机械系统之间的协调。这是强迫生物系统和强迫机械系统之间强迫协调的问题。实验1研究了固有顺序参数动力学问题,即在没有任何行为特定的环境约束的情况下的动力学问题。实验2研究了以稳定的循环方式将球击打到硬表面时所需的动力问题。来自两个实验的数据都支持方程的预测。实验3研究了将球击中指定距离上的非阻力(视觉指定)目标的问题。获得的结果符合环境信息的基本假设,它是直接影响顺序参数动力学的附加强迫项。总之,本研究中所研究的蝙蝠球技术可以为进一步了解行为模式的顺序参数动力学提供实验工具,从而推进对人类和其他动物的感知-行动成就的形式分析。

著录项

  • 作者

    Sim, Mikyong.;

  • 作者单位

    University of Connecticut.;

  • 授予单位 University of Connecticut.;
  • 学科 Psychology Experimental.
  • 学位 Ph.D.
  • 年度 1994
  • 页码 59 p.
  • 总页数 59
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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