Cornilleau-Pérès V, Droulez J
Percept Psychophys. 1989 Oct;46(4):351-64. doi: 10.3758/bf03204989.
The continuous approach to optic-flow processing shows that the curvature of a moving surface is related to a second spatial derivative of the velocity field, the spin variation (Droulez & Cornilleau-Pérès, 1989). With this approach as a theoretical framework, visual sensitivity to the curvature of a cylinder in motion was measured using a task of discrimination between cylindrical and planar patches. The results confirm the predictions suggested by the theory: (1) Sensitivity to curvature was always greater when the cylinder axis and the frontal translation were parallel than when they were orthogonal. The ratio of curvature detection thresholds in the two cases was between 1.3 and 2.5; the value predicted from the spin variation theory is about 2. (2) Sensitivity to curvature increased strongly with the velocity of the motion but was only weakly affected by its amplitude and the duration of viewing for the range of values used in our experiments.
对视流处理的连续方法表明,运动表面的曲率与速度场的二阶空间导数即自旋变化有关(德鲁莱和科尔尼约 - 佩雷斯,1989年)。以这种方法作为理论框架,通过圆柱状和平面状斑块之间的辨别任务,测量了对运动圆柱曲率的视觉敏感度。结果证实了该理论所提出的预测:(1)当圆柱轴与正面平移平行时,对曲率的敏感度总是比对它们正交时更高。两种情况下曲率检测阈值的比率在1.3至2.5之间;自旋变化理论预测的值约为2。(2)对曲率的敏感度随着运动速度的增加而强烈增加,但在我们实验中使用的值范围内,其幅度和观看持续时间对其影响较弱。