李艳君
平阴县第一中学 山东济南 250400
摘要:国家中长期人才发展规划纲要[1]中提出:人才队伍建设主要任务突出培养造就创新型科技人才,探索并推行创新型教育方式方法,突出培养学生的科学精神、创造性思维和创新能力,加强实践培养。
2017年山东省新高考政策出台,并提出了新的评价体系——核四层四翼[2] 的要求。学生除了必备的知识,还需要有关键能力学科素养以致形成正确完善的价值观。所以应当顺应新时代对学生的要求推出适合学生学情的教学模式,不断为国家培养出适合新时代要求的合格建设者和具有内在核心素养正确价值观的独立的人。
关键词:顺应新课改 教学模式 思考 四维教学
一、教学背景
为了学生能够更好的发展,我国教育教学系统进行了数次大刀阔斧的改革,新的教学理念不断诞生,新的教学手段不断应用,师生在学习中的地位和作用不断明确。而作为教育改革执行者的教师,在多次教育教学培训风暴的洗礼下,教学模式也日趋成熟,虽然不尽相同,却是百花齐放。杜郎口、洋思中学等是其中的典型代表,其先进教学理念的运用在当地取得了巨大的成功。受此感召,我们地理组也在不断的进行着既顺应时代潮流又适用于我们自己学生学习的教学模式的探索,经过多次的实验,现在基本成熟并可总结为学、思、导、练四维教学。
二、教学模式简介
1、学
我们始终认为课本是学生学习的根本,学生需要知道课本上有什么,他们学到了什么,在课本的什么地方能够找到所学的内容。所以我们在课堂上强调“读书”的重要性。所谓“学”的内涵就是学课本,即学生通过看课本就能理解的概念性问题由学生自学完成,并在课本的相应位置用笔画出关键词和关键的句子以及构画思维导图,了解整节课的知识框架和知识之间的简单关联。
2、思
整个模式引进翻转课堂[3](先学后教)的理念,事先设计问学案,自习课上学生除了自学课本,还要思考问学案思考探究部分的内容,思考探究问题的设计原则是涉及重难点知识并具有思考价值,难度适当通过学生自己思考或者小组合作的形式便能够解决,使学生开动大脑进行思考。因为问题难度设置适宜,学生有能力完成,当他们在随后展示答案的时候会极大的享受到成功的喜悦,这也将大大的激发学生学习的热情。展示时师生点评互评交流互动,以加深对问题的深入思考。
3、导
即教师引导,主要任务有两个,一是在学生展示“思”的答案时,如有认识上的偏差,教师须适当引导纠正。二是在学生对所学问题有较好认识的基础上提出更具挑战性但却是能够深化学生认识的问题,并通过提供材料或者提示方法的方式由学生自己完成。本活动旨在锻炼学生总结、归纳的能力,并养成学生敢于解决疑难问题的习惯,最终使学生不等不靠不依赖老师。
4、练
顾名思义就是练习。因为课堂时间有限,学生在课上做的应该是特别典型的题目,这就需要教师在课前首先完成所有练习题,并精心挑选,基础题目、深化题目、挑战题型逐步加强,并起到知一识三的作用。
三、教学片段
以中图版必修一第一章第一节:地球在宇宙中为例进行说明。
1、学
要求学生在课本上画出以下概念并画出思维导图,且进行理解和简单记忆。
(1)宇宙的概念
(2)宇宙中天体的基本类型
(3)天体系统的概念
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)
(4)天体系统的层次
(5)太阳系的组成
(6)八大行星的顺序和分类
(7)地球的普通性和特殊性
2、思
要求学生在掌握基本概念的前提下,思考下列问题。
(1)通过天体和天体系统的概念总结宇宙的特点
(2)能够绘制天体系统层次图
(3)思考八大行星分类的依据
(4)通过太阳系示意图总结八大行星公转轨道的特点
(5)通过八大行星物理性质表格说明地球的普通性
主讲小组学生展示,其他小组评价质疑,教师点拨引导,学生归纳总结。
3、导
除了在学生展示时的点拨,教师再次提出更具思考价值的问题,以深化学生的认识,升华学生的理解。具体问题如下:
(1)流星雨是天体吗?人造卫星是天体吗?那么什么样的物质才算是天体呢?
(2)地球的特殊性在于地球上有生命,那么大家试着从地球自身条件和地球所处的宇宙环境两方面思考地球上存在生命的原因,并绘制出结构示意图。
(3)思考寻找外星人的方向。
4、练
挑选本节的典型题目,呈现在大屏幕上,具体问题略。
四、教学反思
1、问题由易到难、层层递进,认识不断加深。
所设置的问题具有梯度,但跨度却不是很大,逐步引导学生完成一个又一个的思考,使其认识不断加深,能力不断提高。另外问题的设置数量上也有所变化,基本的概念性问题比较多,需要简单思考的问题居中,需要深入思考的问题比较少,这样设计可以合理分配学生的脑力,使学生整堂课不至于过分疲惫,让他们有信心进行后面章节的学习。
2、液晶显示屏展示,教学又快又好。
因为所有的班级都已经配备最先进的液晶显示屏,展示清晰且屏幕够大,也可以在任何文件上写写画画,这为我们具有非常多图表的地理教学提供了很大的便利,比教师口头描述要准确,比板书要节省时间,大大提高了我们的教学效率。但是我们坚决摒弃太过哗众取宠的课件设计,核心内容由课件展示,其他花哨和冗繁的东西全部删除,使学生的精力致力于解决问题而不是放在看图片等其他不必要的事情上。
3、教师真正成为组织者和引导者
在这个教学模式的所有环节中,我们可看出教师不再是满堂灌,一家言,由于学生才是解决问题的主角,教师成为了真正的组织者和引导者,变成了整堂课的导演。当然一堂好课的完成,需要老师精心的设计和组织,背后需要付出巨大的劳动和精力,教师也应该在这样的挑战中完成自己的蜕变。德国哲学家雅斯贝尔斯说过一段广为流传的话:“教育的本质意味着:一棵树摇动另一棵树,一朵云推动另一朵云,一个灵魂唤醒另一个灵魂。”让我们的教学少一些填鸭和灌输,多一些启蒙和唤醒。
4、学生真正成为学习的主体。
这样的课堂真正成为了学生活动的课堂,整节课解决问题的主体是学生,他们在读书的过程中掌握了概念,在思考的过程中加深了理解,在展示的过程中享受了喜悦,在思维相互碰撞的过程中升华了思想,从此学习的热情被极大的释放,无限的创造力的突显成为可能,当学生在这种氛围中学习时,对于教师和学生都是一种解放。
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)
5、设计务实,可操作性强
这样的设计,没有修饰,直击要点,马上进入学习状态,比较有效率的完成教学内容。因为一直运用问题引导,主线清楚,学生虽然解放,但收放自如,可控制可操作性强。时间长了学生能够形成自觉地学习习惯,课前自习预习,课上讨论展示归纳总结,即使老师有事不能亲临班级,只要有参考答案在,学生之间也能进行思维的碰撞。
五、小结
虽然学、思、导、练四维教学模式已经初步建立,也已经显露出他在新课改上的优势,但还是在真正上课的时候出现这样或那样的问题,还需要我们在今后的教学中不断进行实践和改进,使他成为一种真正成熟和实用的教学模式。而我们会在这样的道路上不断摸索实验,砥砺前行。
参考文献:
[1]国家中长期人才发展规划纲要
[2]一核四层四翼高考评价体系;
[3] 美国日渐流行的被称为“翻转课堂( The Flipped Classroom)”的创新教学模式。
[4] 爱德加.戴尔于1946年提出的学习金字塔图;