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A Cognitive Study of Problem Solving in Statics

比较静力学 静力学 数学教育 认知 出声思维法 元认知 心理学 过程(计算) 协议分析 工程教育 计算机科学 认知心理学 工程类 认知科学 人机交互 机械工程 程序设计语言 神经科学 经济 可用性 宏观经济学 物理 经典力学
作者
Thomas Litzinger,Peggy Van Meter,Carla M. Firetto,Lucas Passmore,Christine B. Masters,Stephen R. Turns,Gary L. Gray,Francesco Costanzo,Sarah Zappe
出处
期刊:Journal of Engineering Education [Wiley]
卷期号:99 (4): 337-353 被引量:115
标识
DOI:10.1002/j.2168-9830.2010.tb01067.x
摘要

B ackground Even as expectations for engineers continue to evolve to meet global challenges, analytical problem solving remains a central skill. Thus, improving students' analytical problem solving skills remains an important goal in engineering education. This study involves observation of students as they execute the initial steps of an engineering problem solving process in statics. P urpose (H ypothesis ) (1) What knowledge elements do statics students have the greatest difficulty applying during problem solving? (2) Are there differences in the knowledge elements that are accurately applied by strong and weak statics students? (3) Are there differences in the cognitive and metacognitive strategies used by strong and weak statics students during analysis? D esign /M ethod These questions were addressed using think‐aloud sessions during which students solved typical textbook problems. We selected the work of twelve students for detailed analysis, six weak and six strong problem solvers, using an extreme groups split based on scores on the think‐aloud problems and a course exam score. The think‐aloud data from the two sets of students were analyzed to identify common technical errors and also major differences in the problem solving processes. C onclusions We found that the weak, and most of the strong problem solvers relied heavily on memory to decide what reactions were present at a given connection, and few of the students could reason physically about what reactions should be present. Furthermore, the cognitive analysis of the students' problems solving processes revealed substantial differences in the use of self‐explanation by weak and strong students.
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