Abstract
The hypotheses tested were that, with rotating patterns, the veridical perception of (a) the direction of movement, and (b) its three-dimensionality, depends on the number of linear components in the pattern itself. Experiment 1 analyzed the answers obtained with discs, triangles, and squares. Contrary to expectation the discs, although lacking in linear components, evoked a maximum of three-dimensional percepts; the hypothesis concerning the direction of movement was, on the contrary, confirmed. Experiment 2 substantiated this result by rotating discs marked with two or four lines, and with different intervals between them. Experiment 3 was on the shape constancy exhibited by a stationary disc, triangle, and square. The disc, which in experiment 1 showed the highest ‘constancy’ was now, in this new condition, the lowest of the three in the results.
Get full access to this article
View all access options for this article.
