科学教育的计算思维构建

IF 0.3 Q4 EDUCATION, SCIENTIFIC DISCIPLINES Jurnal Pendidikan Fisika Indonesia-Indonesian Journal of Physics Education Pub Date : 2023-06-09 DOI:10.15294/jpfi.v19i1.41745
Y. Tanjung, M. Azhar, A. Razak, Y. Yohandri, F. Arsih, T. Wulandari, B. Nasution, R. H. Lubis
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引用次数: 0

摘要

工业革命4.0要求个人具备技术领域的能力,并利用技术解决现有问题。计算思维(CT)是通过解决问题的过程来处理技术发展所需的技能之一。CT领域已经取得了许多研究进展,但目前的理论研究仍然局限于使用计算机解决问题的能力。然而,在CT理论的发展过程中,它必须适应构建CT的范围和目的。在此基础上,需要进行新的研究,旨在测试和分析这些发现的真实性,并用最先进的复习方法为理科学生构建合适的CT的阶段。通过将许多研究人员尚未研究的特定范围,即科学教育,我们发现CT是将问题划分为子步骤,进行更深入的调查,分析、批评和测试事物真相,从而获得正确解决方案的能力。这个定义在理论上比CT的定义更具体,因为它适应了科学的特点。然而,从构建CT的最新阶段来看,发现任务分解、抽象、概括、数据结构和算法的阶段被认为是优化理科学生CT构建的最佳阶段。这是因为学生可以识别任务或问题,并在任务分解阶段将问题分解为几个小部分。因此,它们可以一个接一个地完成。
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State of The Art Review: Building Computational Thinking on Science Education
Industrial Revolution 4.0 requires individuals to have the ability in the field of technology and use it to solve existing problems. Computational Thinking (CT) is one of the skills needed in dealing with technological developments through a problem-solving process. Many research developments in the field of CT have been carried out, but the theoretical studies presented are still limited to the ability in solving problems using a computer. Whereas in its development, CT theory must be adapted to the scope and purpose of building it. Based on that, new research is needed which aims to test and analyze the truth of these findings and examine the stages of building appropriate CT for science students with state-of-the-art review method. By taking a specific scope that has not been studied by many researchers, namely science education, it is found that CT is the ability in dividing a problem into sub-steps, carry out deeper investigations, analyze and criticize and test the truth of something so that the right solution is obtained. This definition is more specific than the definition of CT in theory because it is adapted to the characteristics of science. Whereas from a state-of-the-art review of the stages of building CT, it was found that the stages of task decomposition, abstraction, generalization, data structures and algorithms were considered to optimalize the CT construction for science students. It is because students could identify tasks or problems and divide the problem into small parts at the task decomposition stage. Therefore, they can be completed one by one.
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