分析工程和技术项目中隐含的科学和数学成果

IF 0.5 Q4 EDUCATION & EDUCATIONAL RESEARCH Canadian Journal for the Scholarship of Teaching and Learning Pub Date : 2019-05-31 DOI:10.5206/CJSOTL-RCACEA.2019.1.7994
S. Zakani, J. Kaupp, Roderick Turner, B. Frank
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引用次数: 0

摘要

在学士学位和文凭课程之间发展路径的关键步骤之一是比较课程之间的学习目标。本文介绍了一个七维框架(认知过程、可转移性、分析深度、相互依赖、问题新颖性、脚手架和交流)的应用,以分析安大略省11个工程和工程技术高等教育项目的内隐学习成果。我们收集了319个微积分问题(179个来自6个技术专业,140个来自5个工程专业)和205个物理问题(122个来自2个技术专业,83个来自4个工程专业)。内容专家评估了前四个维度的每个问题,参与机构的教师从他们自己公开的问题中随机抽取问题打分。对物理题中脚手架的分析表明,工程题大多要求学生从一系列方法中进行选择或综合,而技术题通常要求学生使用特定的方法。研究发现,与工程物理课程相比,技术课程更侧重于特定学科的物理概念及其应用。这两个领域的微积分问题大多需要在非情境化场景或一般工程情境中应用数学概念,在问题的新颖性、脚手架和沟通水平方面没有显著差异。从学分的角度来看,这些结果表明双向转移的直接学分可能是有保证的,针对缺失结果的小型桥接学习模块可能能够支持有效的转移途径。
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Analyzing Implicit Science and Math Outcomes in Engineering and Technology Programs
One of the key steps when developing pathways between baccalaureate and diploma programs is comparing learning goals between the programs. This paper presents application of a seven-dimensional framework (cognitive process, transferability, depth of analysis, interdependence, question novelty, scaffolding and communication) to analyze the implicit learning outcomes in 11 of Ontario’s post-secondary programs in engineering and engineering technology. We collected 319 calculus questions (179 from six technology programs and 140 from five engineering programs) and 205 physics questions (122 from two technology programs and 83 from four engineering programs). Content specialists assessed each question in the first four of these dimensions, and instructors from the participating institutions scored random questions from their own disclosed questions on the remaining dimensions. Analysis of scaffolding in physics questions showed that engineering questions mostly required the students to choose from or synthetize a range of approaches while technology questions often required the students to use a specific approach. The study found that technology programs focused more on discipline-specific physics concepts and their applications than physics courses in engineering. Calculus questions from both sectors mostly required application of mathematical concepts in non-contextualized scenarios or a general engineering context, with no significant difference in question novelty, scaffolding and level of communication. From a credits perspective, these results suggest that direct credit for bidirectional transfers may be warranted, and that small bridging learning modules targeting missing outcomes may be able to support efficient transfer pathways.
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发文量
14
审稿时长
8 weeks
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