Human Performance Laboratory, Department of Industrial Engineering and Logistics Management, Hong Kong University of Science and Technology, Clear Water Bay, Hong Kong.
Ergonomics. 2012;55(4):476-88. doi: 10.1080/00140139.2011.644587. Epub 2012 Mar 8.
Path length (A), path width (W) and movement direction (θ) are identified as the main factors affecting visually-controlled movement times in linear paths. Effects of A and W are well described by Drury's ( 1971 . Movements with lateral constraint. Ergonomics, l4 (2), 293-305.) model in which movement time is linearly related to the ratio of A/W. At low A/W values, departure from linearity has been identified but not investigated in detail. Data are presented for both open-loop and feedback-controlled movements in linear paths at 0, 60 and 150° movement directions. Movement amplitude and path width were varied over a wide range to determine the effects of A and (A/W) on movement time. Movements were found to be made ballistically or in open-loop mode when the ratio (A/W) was less than about 8 to 10 and the movement times were linearly related to √A for all angles of movement. Feedback-controlled movements followed Drury's law; ballistic movements had movement speed linear with √A.
Many tasks require manoeuvring equipment or devices through a path of limited width. These movements can be made with or without feedback control, depending on the path constraints. The conditions for the two forms of movement are determined in this research.
路径长度(A)、路径宽度(W)和运动方向(θ)被确定为影响线性路径中视觉控制运动时间的主要因素。A 和 W 的影响通过 Drury 的(1971. 具有横向约束的运动。人类工效学,14(2),293-305.)模型得到了很好的描述,该模型表明运动时间与 A/W 的比值呈线性关系。在 A/W 值较低的情况下,已经确定了线性关系的偏离,但没有详细研究。本文介绍了在 0、60 和 150°运动方向的线性路径中,开环和闭环控制运动的两种数据。运动幅度和路径宽度在很宽的范围内变化,以确定 A 和(A/W)对运动时间的影响。当(A/W)比值小于约 8 到 10 时,运动被认为是弹道式或开环式的,并且对于所有运动角度,运动时间与√A 呈线性关系。闭环控制的运动遵循了 Drury 的定律;弹道运动的运动速度与√A 呈线性关系。
许多任务需要在有限宽度的路径中操纵设备或装置。这些运动可以有或没有反馈控制,这取决于路径的限制。本研究确定了这两种运动形式的条件。