Promoting Collaborative Learning in Dynamics Remedial Course  

作　　者：Jacek Uziak Moses Tunde Oliran Marian Gizjowski 

机构地区：[1]Department of Mechanical Engineering, University of Botswana, Gaborone, Botswana [2]Department of Building Structures, Warsaw University of Technology, 00-637 Warszawa, Poland

出　　处：《Journal of Mechanics Engineering and Automation》2011年第5期365-376,共12页机械工程与自动化（英文版）

摘　　要：The paper reports on collaborative learning approach to a remedial class in Dynamics. It uses the Kolb model and 4MAT learning system to introduce a learning cycle based on collaborative problem solving exercises. The teaching approach based on learning cycle is described giving examples of different teaching elements applied in particular quadrants of the learning cycle. The attitude of students and their different approaches to, learning are presented and discussed in detail. The results presented cover different aspects of the course delivery and students＇ perception. The results include students＇ statistics with respect to their registration and previous history related to the course, their motivatiion, assessment and satisfaction with the approach applied. This initial introduction of cooperative activities into the remedial Dynamics class can be assessed as a positive step in increasing student understanding and performance in the course. The students＇ positive reception of the non-traditional teaching method and their overall improved performance seem to confirm the advantages of collaborative leaming. In terms of the final grades, the results of the experiment were not as good as expected. However, the application of 4MAT learning system which exposed students to a variety of diverse learning styles improved the quality of education. The positive aspect of the experiment was the attitude of students and their acceptance of the new mode of course delivery. In conclusion collaborative learning could be extended beyond remedial groups to normal student classes.

关 键 词：Collaborative learning remedial course problem solving. 

分 类 号：O17-42[理学—数学] TP273.22[理学—基础数学]