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A unified model for self-paced movements.

机译:自定进度运动的统一模型。

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While performing hand-control movements, humans tradeoff the movement speed and accuracy to meet either the high-speed criterion or the high-accuracy criterion. Although researchers have been developing many models for predicting different speed-accuracy tradeoff relationships, most of the models were studied independently and thus restricted to specific types of movements.;To better understand the different speed-accuracy tradeoff relationships of hand-control movements as a natural result of our motor system, a general model was proposed by unifying existing findings, models and further investigations. Based on the concepts of the intermittent correction servo, the general model explains that while performing a movement, humans behave like a mechanical servo that intermittently utilizes visual feedback to correct movement misalignments until the movement is completed. Associated with the servo are four motor properties that determine the speed-accuracy tradeoff relationships: (1) corrective reaction time -- the time required to utilize visual feedback to process a movement impulse, (2) ballistic movement time -- the time required to perform a ballistic movement, (3) ballistic movement variability- the movement accuracy of a ballistic movement, and (4) moving behavior and strategy -- the way a movement consists of ballistic movements. The first three properties are general properties that keep consistent for individuals. The last property differs for different types of movements. The general model with the four motor properties was expected to be generalized to different types of movements that have been previously studied independently.;To validate the proposed general model, the three general properties were studied and the last motor property of moving behavior and strategy was specified for two types of well-studied movements: self-paced aiming movements and self-paced tracking movements. The two specified moving behaviors and strategies along with the three general properties were considered as two specified models and were programmed as two simulations. With three general properties individuals' measured as model inputs, the simulations were expected to predict the individuals' the speed-accuracy tradeoff relationships while performing both types of movements. Six experiments were conducted in which each participant performed all the experimental tasks on a drawing tablet with a stylus. The experiment of corrective reaction time and the experiment of ballistic movement time and variability were used to measure the individuals' three motor properties. The experiment of normal aiming movement, experiment of ballistic aiming movement, experiment of normal tracking movement, and experiment of ballistic tracking movement were used to measure the same individuals' speed-accuracy tradeoff relationships while performing both types of self-paced movements. For the experiments with "normal" settings, the movements were performed with continuous visual feedback in which movement time or movement speed was measured. For the experiments with "ballistic" settings, the movements were performed ballistically in which the number of ballistic movements or the average ballistic movement distance were measured. The results of the four experiments were treated as "answer keys" and compared with the simulated predictions to test the validity of the proposed models.;The results showed that (1) the experiment of corrective reaction time did not measure the individuals' corrective reaction time well in a pilot study. Thus, the reasonable corrective reaction time range reported in the literature was utilized for the model testing, (2) based on Gan & Hoffmann's (1988) model, a ballistic movement time model was proposed that predicted very well the relationship between ballistic movement time and ballistic movement distance, (3) based on Howarth et al.'s (1971) model, a ballistic movement variability model was proposed that simultaneously predicted very well both the ballistic movement variability (measured perpendicular to and parallel to the moving direction) according to ballistic movement distance, (4) the two specified models predicted were valid; based on the reasonable range of corrective reaction time, the measured ballistic movement time and the measured ballistic movement variability, the two simulations predicted well the results measured in the four experiments with either "normal" or "ballistic" settings, and (5) this research demonstrated that the speed-accuracy tradeoff relationships of self-paced aiming movements and self-paced tracking movements can be explained and predicted by the proposed general model with the same source of three motor properties.
机译:在执行手动控制动作时,人们需要权衡动作速度和精度,以符合高速标准或高精度标准。尽管研究人员已经开发了许多模型来预测不同的速度-精度权衡关系,但是大多数模型都是独立研究的,因此仅限于特定类型的运动。我们运动系统的自然结果是,通过统一现有的发现,模型和进一步的研究,提出了一个通用模型。通用模型基于间歇校正伺服的概念,解释了在执行运动时,人的行为就像机械伺服一样,间歇地利用视觉反馈来校正运动失准,直到运动完成为止。与伺服器相关的是四个确定速度-精度权衡关系的电动机属性:(1)校正反应时间-利用视觉反馈处理运动脉冲所需的时间,(2)弹道运动时间-进行弹道运动;(3)弹道运动的可变性-弹道运动的运动准确性;以及(4)移动行为和策略-运动由弹道运动组成的方式。前三个属性是对个人保持一致的常规属性。最后的属性因运动类型的不同而不同。预期将具有四个运动特性的通用模型推广到先前已独立研究的不同类型的运动。为了验证所提出的通用模型,研究了三个通用特性,并且最后的运动特性和策略的运动特性为为两种类型的经过充分研究的机芯指定:自定进度的瞄准运动和自定进度的跟踪运动。两个指定的移动行为和策略以及三个常规属性被视为两个指定的模型,并被编程为两个模拟。以个人的三个一般属性作为模型输入,模拟有望在执行两种类型的运动时预测个人的速度-精度权衡关系。进行了六个实验,每个参与者在带有手写笔的绘图板上执行了所有实验任务。校正反应时间的实验,弹道运动时间和变异性的实验用于测量个人的三个运动特性。正常瞄准运动实验,弹道瞄准运动实验,正常跟踪运动实验和弹道跟踪运动实验被用来测量同一个人在执行两种类型的自定步调运动时的速度精度权衡关系。对于具有“正常”设置的实验,通过连续的视觉反馈进行运动,其中测量运动时间或运动速度。对于具有“弹道”设置的实验,按弹道进行运动,其中测量弹道运动的次数或平均弹道运动距离。将这四个实验的结果作为“答案”,并与模拟的预测结果进行比较,以验证所提出模型的有效性。结果表明:(1)纠正反应时间实验不能衡量个人的纠正反应进行初步研究的时间不错。因此,利用文献中报道的合理的校正反应时间范围进行模型测试,(2)基于Gan&Hoffmann(1988)模型,提出了一种弹道运动时间模型,该模型很好地预测了弹道运动时间与弹道运动之间的关系。弹道运动距离(3)基于Howarth等人(1971)的模型,提出了一种弹道运动变异性模型,该模型可以同时很好地预测弹道运动变异性(垂直于和平行于移动方向测量)弹道运动距离,(4)预测的两个指定模型有效;根据校正反应时间的合理范围,测得的弹道运动时间和测得的弹道运动变异性,这两个模拟可以很好地预测在“正常”或“弹道”设置的四个实验中测得的结果,并且(5)研究表明,使用相同的三个运动特性来源的通用模型可以解释和预测自定心瞄准运动和自定心跟踪运动的速度-精度折衷关系。

著录项

  • 作者

    Lin, Jui-Feng.;

  • 作者单位

    State University of New York at Buffalo.;

  • 授予单位 State University of New York at Buffalo.;
  • 学科 Engineering Industrial.
  • 学位 Ph.D.
  • 年度 2009
  • 页码 479 p.
  • 总页数 479
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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