Liu C H, Kennedy J M
University of Toronto, Scarborough, Ontario, Canada.
Percept Psychophys. 1995 Apr;57(3):409-15. doi: 10.3758/bf03213065.
Strong misalignment effects are found in three-dimensional (3-D) versions of Poggendorff displays viewed binocularly. The components of the standard 2-D Poggendorff figure--the parallels and the oblique segments--were presented in 3-D depth as a flat rectangular object with occluding edges and an oblique line situated behind the object. Three experiments investigated the misalignment effects under three different observation instructions: Subjects were told to look at the oblique (Experiment 1), at the rectangle (Experiment 2), or at the background (Experiment 3). Experiments 1 and 2 examined the effects on judgments of alignment of varying the distance in depth that separates the oblique from the rectangle. Experiment 3 examined the effects of varying the distance between the fixated background and the 3-D Poggendorff figure. Both standard and reversed misalignment effects were obtained. When the viewing condition produces crossed disparity for the oblique, perceived misalignment occurs in the usual Poggendorff direction, but it is reversed with uncrossed disparity. Moreover, the amount of misalignment is related to the amount of disparity, and it can be much stronger than is usual in the 2-D versions of the Poggendorff. The misalignment effects can be explained by binocular integration to produce a single cyclopean image.
在双目观察的三维(3-D)版本的波根多夫错觉图中发现了强烈的错位效应。标准二维波根多夫图形的组成部分——平行线和斜线——以三维深度呈现,为一个带有遮挡边缘的扁平矩形物体,以及位于该物体后方的一条斜线。三个实验在三种不同的观察指示下研究了错位效应:告知受试者注视斜线(实验1)、矩形(实验2)或背景(实验3)。实验1和实验2研究了改变斜线与矩形之间深度距离对对齐判断的影响。实验3研究了改变固定背景与三维波根多夫图形之间距离的影响。获得了标准和反向的错位效应。当观察条件为斜线产生交叉视差时,在通常的波根多夫方向上会出现感知到的错位,但在非交叉视差时则会反转。此外,错位量与视差量相关,并且它可能比二维版本的波根多夫错觉图中的情况要强得多。错位效应可以通过双目整合产生单个独眼巨人图像来解释。