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a Metacognitive Approach to the Next Generation Science and Engineering Practices

机译:下一代科学与工程实践的元认知方法

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Despite implementing the Next Generation Science Standards (NGSS) in my middle school classroom for the past five years, completing biannual professional development, and fully embracing all that three-dimensional learning has to offer, I still wasn't seeing my students fully grasp and embrace the science and engineering practices. Their understanding and growth didn't continue to build between conceptual units. For example, I felt as though each time I asked students to create a graph with data they had collected, it was like they were doing it for the first time, despite doing just that multiple times during previous units. They would ask about independent and dependent axes and if they should connect their plotted dots for every single investigation. I was at a loss as to how to ingrain the practices and form them into tools students could use to tackle new problems. It was about this time that I read an article in Journal of College Science Teaching titled "A Geometric Model to Teach Nature of Science, Science Practices, and Metacognition" (Nyman and St. Clair 2016). I was inspired to modify and execute this practice tracker in my classroom using metacognitive exercises.
机译:尽管在过去的五年里,在我的中学课堂上实施了下一代科学标准(NGSS),但完成了两年的专业发展,并充分拥抱了三维学习必须提供的,但我仍然没有看到我的学生完全掌握和拥抱科学和工程实践。他们的理解和增长并没有继续在概念单位之间建立。例如,我觉得每次我都要求学生用他们收集的数据创建一个图表,就像他们第一次这样做,尽管在以前的单位期间多次做过那么多次。他们会询问独立和依赖的轴,如果他们应该为每种调查连接绘图的点。我是如何造成如何将实践引入并将其形成为工具学生可以用来解决新问题的事情。这是关于这一时间,我在大学学教学中撰写了一篇文章,标题为“一种教导科学,科学实践和元认知性质的几何模型”(Nyman和St. Clair 2016)。使用元认知练习,我被激励在课堂上修改和执行此练习追踪器。

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