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对表观范围作为波根多夫效应解释的检验。

Examination of apparent extent as an explanation of the Poggendorff effect.

作者信息

Trueman M T, Wilson A E

出版信息

Percept Psychophys. 1989 Jun;45(6):494-500. doi: 10.3758/bf03208056.

Abstract

The explanation of apparent misalignment in the Poggendorff figure, based on underestimation of the intertransversal distance, was investigated in two experiments. In Experiment 1, subjects judged the intertransversal distance in the traditional Poggendorff figure and two of its variants. The size of the acute angle and the intertransversal distance were manipulated. Half of the subjects made the judgments with the method used by Wilson and Pressey (1976) and the other half made their judgments with the method used by Greist-Bousquet and Schiffman (1981). The results indicated that perceived intertransversal distance was greater with the former method. In Experiment 2, subjects adjusted the transversals to apparent collinearity in the same displays as were used in Experiment 1. The collinearity judgments were transformed to allow comparison with the results of Experiment 1. Comparison of the collinearity judgments with the distance judgments indicated that they did not follow similar trends. For each Poggendorff variant, proportional distance judgments increased as the size of the acute angle increased, and decreased as the intertransversal distance increased. Collinearity judgments did not vary as a function of intertransversal distance. As the size of the acute angle increased, collinearity judgments increased for two of the Poggendorff variants but decreased for the third. It was concluded that the findings did not support the explanation of apparent misalignment based on underestimation of the intertransversal distance.

摘要

基于对横向距离的低估来解释波根多夫图形中明显的错位现象,在两个实验中进行了研究。在实验1中,受试者判断传统波根多夫图形及其两个变体中的横向距离。对锐角大小和横向距离进行了操控。一半受试者采用威尔逊和普雷西(1976年)使用的方法进行判断,另一半受试者采用格赖斯特 - 布苏凯和希夫曼(1981年)使用的方法进行判断。结果表明,使用前一种方法时感知到的横向距离更大。在实验2中,受试者在与实验1相同的展示中调整横线使其看起来共线。对共线性判断进行转换以便与实验1的结果进行比较。将共线性判断与距离判断进行比较表明,它们没有遵循相似的趋势。对于每个波根多夫变体,比例距离判断随着锐角大小的增加而增加,随着横向距离的增加而减少。共线性判断并不随横向距离而变化。随着锐角大小的增加,两个波根多夫变体的共线性判断增加,但第三个变体的共线性判断减少。得出的结论是,这些发现不支持基于对横向距离低估来解释明显错位的观点。

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