Smulders F T, Kok A, Kenemans J L, Bashore T R
Department of Psychology, University of Amsterdam, The Netherlands.
Acta Psychol (Amst). 1995 Nov;90(1-3):97-109. doi: 10.1016/0001-6918(95)00032-p.
An experiment was conducted to relate individual components of the event-related brain potential to specific stages of information processing in a two-choice reaction time (RT) task in a group of undergraduate students. Specifically, the latency of the P300 component and the lateralized readiness potential (LRP) were studied as a function of variations in stimulus degradation and response complexity. It was hypothesized that degrading the stimulus would delay the P300 and LRP to the same extent as RT, and that increasing response complexity would affect RT but not P300 latency. The extant literature did not permit any hypothesis regarding the effect of response complexity on LRP latency. The two task variables were found to have additive effects on RT. As predicted, variations in stimulus degradation influenced the latencies of both components, whereas alterations in response complexity had no effect on P300 latency. A significant new finding was that the onset latency of the LRP remained unchanged across levels of response complexity. The overall pattern of results supports the notion of temporal selectivity of stage manipulations that is derived from discrete stage models of human information processing. Furthermore, these results refine the functional interpretation of the LRP by indicating that within the conceptual framework of a stage model the processes this component indexes succeed the start of response choice but preceded the start of motor programming.
在一组本科生中进行了一项实验,以将事件相关脑电位的各个成分与二选一反应时(RT)任务中信息处理的特定阶段联系起来。具体而言,研究了P300成分的潜伏期和偏侧化准备电位(LRP)作为刺激退化和反应复杂性变化的函数。假设刺激退化会使P300和LRP延迟的程度与RT相同,并且增加反应复杂性会影响RT,但不会影响P300潜伏期。现有文献不允许对反应复杂性对LRP潜伏期的影响提出任何假设。发现这两个任务变量对RT有累加效应。正如预测的那样,刺激退化的变化影响了两个成分的潜伏期,而反应复杂性的改变对P300潜伏期没有影响。一个重要的新发现是,LRP的起始潜伏期在不同反应复杂性水平上保持不变。结果的总体模式支持了从人类信息处理的离散阶段模型得出的阶段操作时间选择性的概念。此外,这些结果通过表明在阶段模型的概念框架内,该成分所索引的过程在反应选择开始之后但在运动编程开始之前,完善了对LRP的功能解释。