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[视大小与判断顺序效应:德尔波夫错觉的数量估计研究]

[Apparent size and judgment-order effect: a magnitude estimation study of the Delboeuf illusion].

作者信息

Hamada Jiro, Nishimura Hiroshi, Paramei Galina V, Ehrenstein Walter H

机构信息

Department of Behavioral Science, Faculty of Integrated Arts and Sciences, University of Tokushima, Minami-Johsanjima, Tokushima 770-8502.

出版信息

Shinrigaku Kenkyu. 2002 Apr;73(1):58-63. doi: 10.4992/jjpsy.73.58.

Abstract

Apparent sizes of circles in the Delboeuf figure were measured by magnitude estimation without modulus. The purpose was to investigate the Delboeuf illusion and the effect of judgment order on perceived size. Contrary to the conventional Delboeuf illusion, overestimation effects appeared for outer circles at small diameter differences. The illusory magnitude depended on the diameter ratio and diameter difference of the constituent circles. The maximum magnitude of the illusion did not always appear at the diameter ratio, 0.67 (as found before by the method of limits). The circle judged first had an assimilative effect on the apparent size of the subsequently judged circle. The time-order dependency of assimilation was more pronounced for the inner than for the outer circle. The judgment-order effect may be accounted for by the attention mechanism.

摘要

通过无模数的数量估计法测量了德勃夫图形中圆的视大小。目的是研究德勃夫错觉以及判断顺序对感知大小的影响。与传统的德勃夫错觉相反,在小直径差异时,外圈出现了高估效应。错觉量取决于组成圆的直径比和直径差。错觉的最大量并不总是出现在直径比为0.67时(如之前用极限法所发现的)。首先判断的圆对随后判断的圆的视大小有同化作用。内圈的同化时间顺序依赖性比外圈更明显。判断顺序效应可能由注意机制来解释。

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