Ohashi N, Mizukoshi K
Department of Otolaryngology, Toyama Medical and Pharmaceutical University, Japan.
Acta Otolaryngol. 1992;112(3):408-12. doi: 10.3109/00016489209137420.
Smooth pursuit eye movement was recorded with a DC amplifier during horizontal sinusoidal target motion at 0.3, 0.6, 0.8, 1.0 and 1.2 Hz and a peak-to-peak amplitude of 20 degrees. Eye movement was digitalized at 100 Hz and 12 bits. From the digitalized eye movements, the maximum position error, the correlation coefficient and regression coefficients between stimulus and eye position were calculated in each half cycle. The A/D conversion and calculation were performed using a 16 bit microcomputer (NEC PC 98). Thirteen healthy volunteers with normal smooth pursuit patterns were examined. The correlation coefficient increased, but the maximum position error and the two regression coefficients decreased as the target moved. However, all four stabilized from about the 3rd half cycle regardless of the target frequency. These findings indicate that the smooth pursuit of a sinusoidally moving target reaches the maintenance at about the 3rd half cycle after initiation of two half cycles from the beginning of the target motion. This might be due to a prediction (or learning) of periodicity.
在水平正弦目标以0.3、0.6、0.8、1.0和1.2赫兹的频率以及峰峰值幅度为20度进行运动期间,使用直流放大器记录平稳跟踪眼球运动。眼球运动以100赫兹和12位进行数字化处理。从数字化的眼球运动中,在每个半周期计算刺激与眼球位置之间的最大位置误差、相关系数和回归系数。使用16位微型计算机(NEC PC 98)进行模数转换和计算。对13名具有正常平稳跟踪模式的健康志愿者进行了检查。随着目标移动,相关系数增加,但最大位置误差和两个回归系数减小。然而,无论目标频率如何,所有这四项指标从大约第3个半周期开始就稳定下来。这些发现表明,在目标运动开始后的两个半周期开始后,对正弦运动目标的平稳跟踪在大约第3个半周期达到维持状态。这可能是由于对周期性的预测(或学习)。