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Teaching innovative design reasoning: How conceptknowledge theory can help overcome fixation effects

机译:教授创新的设计推理:概念知识理论如何帮助克服固定效应

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摘要

How can we prepare engineering students to work collectively on innovative design issues, involving ill-defined, "wicked" problems'? Recent works have emphasized the need for students to learn to combine divergent and convergent thinking in a collaborative, controlled manner. From this perspective, teaching must help them overcome four types of obstacles or "fixation effects" (FEs) that are found in the generation of alternatives, knowledge acquisition, collaborative creativity, and creativity processes. We begin by showing that teaching based on concept-knowledge (C-K) theory can help to manage FEs because it helps to clarify them and then to overcome them by providing means of action. We show that C-K theory can provide scaffolding to improve project-based learning (PBL), in what we call project-based critical learning (PBCL). PBCL helps students be critical and give due thought to the main issues in innovative design education: FEs. We illustrate the PBCL process with several cases and show precisely where the FEs appear and how students are able to overcome them. We conclude by discussing two main criteria of any teaching method, both of which are usually difficult to address in situations of innovative design teaching. First, can the method be evaluated? Second, is the chosen case "realistic" enough? We show that C-K-based PBCL can be rigorously evaluated by teachers, and we discuss the circumstances in which a C-K-based PBCL may or may not be realistic.
机译:我们如何为工程专业的学生做好准备,以共同解决涉及不确定性,“邪恶”问题的创新设计问题?最近的著作强调了学生必须学习以协作,可控的方式将发散和融合的思想相结合。从这个角度出发,教学必须帮助他们克服在替代品的产生,知识获取,协作创造力和创造力过程中发现的四种障碍或“固视效应”(FE)。我们首先说明基于概念知识(C-K)理论的教学可以帮助管理有限元,因为它有助于弄清有限元,然后通过提供行动手段来克服它们。我们证明了C-K理论可以为我们所谓的基于项目的关键学习(PBCL)提供基础,以改善基于项目的学习(PBL)。 PBCL帮助学生批判和思考创新设计教育中的主要问题:FE。我们用几种情况说明了PBCL的过程,并精确显示了FE出现的位置以及学生如何克服它们。最后,我们讨论了任何一种教学方法的两个主要标准,这两个标准通常在创新设计教学的情况下很难解决。首先,可以评估该方法吗?其次,所选案例是否“现实”足够?我们证明教师可以严格评估基于C-K的PBCL,并讨论了基于C-K的PBCL可能是现实的,也可能是不现实的情况。

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