石丽风
山西省大同市大同一中037004
摘要:教案设计是教学活动的重要组成,也是指引教师后续开展课程教学的“风向标”,有着教学导向作用。新课程改革在推进开展过程中重新强调了教案设计的重要性,并对教师进行教案设计提出了具体要求。因此,高中数学教师必须理解新课改、认识新课标,要在遵循新课标视角下推进开展高中数学教学教案设计工作,赋予教案新生命,更好的发挥教案的教学导向、辅助、支撑作用。
关键词;新课标;高中数学;教案设计;策略
教案,即教学方案,是教师在认真备课的基础上根据课程大纲要求对课程教学的总体设计和组织安排,是教师实施课程教学的基础,更是教师保证教学质量的前提,是教师对课程知识整理的结晶。但许多教师并没有认识到教案的重要性,甚至有些教师将教案当做一种负担,重复性的借鉴老教案。这样的现象严重影响了教学活动的开展、教学质量的提升,更与新课程理念完全相悖。因此,新课标视角下推进教案改革势在必行,文章也将以高中数学为例,谈一谈新课标视角下高中数学教学教案设计具体策略。
一、新课标下教案设计的要求
1、精简到位:教师只需要将教学环节设计出来,不需要具体的对师生的问答进行各种各样的预设,设“剧本”不仅会局限教学的走向,也会加大教案设计难度。
2、以生为本:在设计教案的实际活动中教师必须体现“学生是主人”这一理念,要尊重学生的学习主人公地位,将自己的角色正确对位,即引导者。
3、探究活动:教案必须能够将原有的数学知识转化为一个又一个具体的教学探究活动,将其转化为值得探索的数学问题,使数学教案设计活动化。
4、有效预设:教学本身就是一个动态性的过程,在教学的过程中会出现各种各样的问题,教师要在教案设计的过程适当的预设各种可能发生的问题,做调控。
二、高中数学教师教案撰写的具体程序
1、确定教学内容:教案内容应当具体化,将一节课的教学分层几个阶段内容。
2、制定教学目标:教学目标必须全面,要囊括知识、技能、情感、态度等。
3、明确探索重点:教学重点应当突出,确定本节课的集中攻坚点。
4、准备教具学具:教具、学具应当丰富,满足教师、学生,教与学的需要。
5、设计教学过程:教学设计过程应当贴合教学内容适当的创新,确保过程趣味、多彩、多样,改变原有的灌输式教学模式,突出新意。
6、撰写教学反思:要从全面的角度审视教学过程,在完成教案制作后及时的对教案进行分析,思考是否达到理想效果,是否符合实际等,做教案的更改补充。
三、高中数学教学教案设计的具体策略
1、拒绝形式主义,赋予教案新生命:在新课程理念指导下,高中数学教师在设计教案时必须突出教案的诸多功能以及内涵,教案不仅仅要设计教学三维目标、教学重难点,它更是教学的“方向仪”,它的本身是灵活的,而不是将教案变成教科书的缩写。因此,高中数学教师在设计教案时要学会拒绝形式主义,要改变过去的应试色彩,从学生出发,教案的设计应当能够调动学生的参与积极性,这样才能够让教案发挥本身的作用。
如在开展“圆和直线的位置”关系学习时,教师可将教学目标设定为如下:(1)了解点和圆、直线和圆、圆和圆的集中位置关系;
(2)进一步理解各种位置关系中,d与R、r数量关系;
(3)训练探究能力、识图能力、推理判断能力;
在此基础上,教师在设计教学过程时,要注重以生为本,从教案上体现。
(1)过程①:图片引入,带领学生看待生活中的圆;
(2)过程②:小组讨论,思考点和圆、线和圆之间的位置关系;
就上述过程,能够明显看出教案设计遵循了数学生活化理念,同时又充满趣味性,给予学生充足的空间,让学生们小组讨论,实际上赋予了教案新的生命,该教案的实用性价值将大大凸显。
2、可写小型教案,突出教案侧重点:一章节知识中包含许多的知识点,这些知识点之间相互独立却又彼此存在联系。教师在写教案时并不能够做到“面面俱到”且学生的注意力也是有限的,不可能把所有的知识都当做重点进行学习。因此,高中数学教师在写教案时一定要抓住关键知识点,可以书写小型教案,突出重难点,避免条条框框的约束。
当然,在书写小型教案,突出教材的重难点时教师也要注意所设计的教案过程必须贴合学生的学习实际,要让学生容易接受和满足,这样才能依托教案,突出重点,实现有效教学。
如在进行“集合”教学时,就集合的表示方法是本节课的重点内容。因此教师可以在设计教案时从这个角度设计教学重点与难点:
(1)教学重点:集合的表示方法,即运用集合的列举法与描述法,正确表示一些简单的集合;
(2)教学难点:集合特征性质的概念,以及运用描述法表示集合。
3、注重知识衔接,可写综合型教案:在进行数学教学时不难发现,教育工作者会将一个单元设计为一个知识体系。这就决定高中数学教师在进行教学时要注重知识的衔接,可以写出一个综合型的教案,这一个综合型教案能够将一个章节的知识集中在一起,分析知识点之间的联系与区别,还能够通过综合型教案梳理学生本章节的学习思路,让知识框架的变得更加清晰。
高中数学教师在设计综合型教案时,可以利用思维导图、关系图等,将知识点之间的关系直接展示在学生面前,突出表现知识,利用可视化工具辅助教案进一步有效设计。
如在学习“数列”时,教师就可以在设计综合型教案时设计如下思维导图:
![](data:image/png;base64,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)
图1
结束语:
总而言之,教案为课堂教学所服务。一份好的、完善的、具体的教案,它能够保证高校课堂的开展,更能够为高中数学教师开展课堂教学做导航,能够提高课教学效果。因此,高中数学教师必须充分认识教案的重要性,要理解新课标、响应新课标,做好教案设计工作,发挥教案的积极作用,辅助数学教学取得效果。
参考文献:
[1]刘会东.赋予教案新生命——浅谈数学教案设计[J].现代教育科学:中学教师,2013(05):63-63.