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小幅度正弦运动的平稳追踪。

Smooth pursuit of small-amplitude sinusoidal motion.

作者信息

Martins A J, Kowler E, Palmer C

出版信息

J Opt Soc Am A. 1985 Feb;2(2):234-42. doi: 10.1364/josaa.2.000234.

Abstract

Subjects used smooth eye movements to track small-amplitude sinusoidal target motions. Target frequencies (0.05 to 5 Hz) and amplitudes (1.9 to 30 min of arc) were in the range of those found in the retinal image during fixation of a stationary target while the head is not artificially supported. Smooth pursuit was poor at high target frequencies in several ways: Large uncompensated drifts were observed for target frequencies between 1 and 4 Hz. The drifts were superimposed upon oscillations of the eye in response to the target motion. Mean retinal-image speeds were higher than retinal-image speeds during slow control (smooth eye movements with stationary targets) for target frequencies above 0.5 Hz. Mean retinal-image speeds were as high as target speed for target frequencies above 3 Hz. The ratio of eye speed to target speed decreased as target frequency and amplitude increased. The dependence on amplitude could be reduced and often eliminated by computing an adjusted ratio in which a constant (approximately equal to the mean speed of slow control) was subtracted from eye speed before dividing by target speed. Adjusted ratios declined for frequencies above 0.5 to 1 Hz and did not depend on amplitude. These results show that the response of the smooth-pursuit subsystem to target motion above 0.5 Hz is poor, even though the velocity and the acceleration of th motions are low. Models of smooth pursuit in which the response of the eye depends exclusively on the velocity, acceleration, or position of the target do not account for our results.(ABSTRACT TRUNCATED AT 250 WORDS)

摘要

受试者使用平滑眼球运动来跟踪小幅度正弦目标运动。目标频率(0.05至5赫兹)和幅度(1.9至30角分)处于在头部未人工支撑时固定静止目标期间视网膜图像中所发现的范围。在高目标频率下,平滑跟踪在几个方面表现不佳:在1至4赫兹的目标频率之间观察到大幅未补偿漂移。这些漂移叠加在眼睛响应目标运动的振荡之上。对于高于0.5赫兹的目标频率,平均视网膜图像速度高于慢速控制(跟踪静止目标的平滑眼球运动)期间的视网膜图像速度。对于高于3赫兹的目标频率,平均视网膜图像速度高达目标速度。眼速与目标速度之比随着目标频率和幅度的增加而降低。通过计算调整后的比率(在将眼速除以目标速度之前,从眼速中减去一个常数(大约等于慢速控制的平均速度)),对幅度的依赖性可以降低,并且通常可以消除。对于高于0.5至1赫兹的频率,调整后的比率下降,并且不依赖于幅度。这些结果表明,即使运动的速度和加速度较低,平滑跟踪子系统对高于0.5赫兹的目标运动的响应也很差。眼睛响应仅取决于目标速度、加速度或位置的平滑跟踪模型无法解释我们的结果。(摘要截短于250字)

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