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通过在翼轴交叉处添加图形来改变穆勒-莱尔错觉的大小。

Altering Mueller-Lyer illusion magnitude using figural additions at the wing-shaft intersections.

作者信息

Searleman Alan, Porac Clare, Dafoe Colette, Hetzel Brian

机构信息

Department of Psychology, St. Lawrence University, Canton, NY 13617, USA.

出版信息

Am J Psychol. 2005 Winter;118(4):619-37.

Abstract

The Mueller-Lyer (ML) illusion has been used to study the way in which perceived length is affected by processes of information extraction when a visual target of interest (the ML shaft) is surrounded by other nontarget figural elements (inward-or outward-turning wings). It is argued that the perception of length is computed in terms of the center of gravity or centroid of figural elements at the wing-shaft intersection. The outward-turning wings shift the computational centroid away from the shaft end, giving rise to an erroneous overestimation of shaft length, while the inward-turning wings have the opposite effect. In three experiments, we observed that figural changes, which theoretically shifted the center of gravity of figural elements at the wing-shaft intersection, also increased or decreased the magnitude of the ML illusion.

摘要

缪勒-莱尔(ML)错觉已被用于研究当感兴趣的视觉目标(ML 线段)被其他非目标图形元素(向内或向外弯曲的翼)包围时,感知长度受信息提取过程影响的方式。有人认为,长度感知是根据翼-线段交点处图形元素的重心或形心来计算的。向外弯曲的翼将计算形心从线段末端移开,导致对线长度的错误高估,而向内弯曲的翼则产生相反的效果。在三个实验中,我们观察到理论上会使翼-线段交点处图形元素重心发生移动的图形变化,也会增加或减小 ML 错觉的程度。

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