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新课程视野下单元“类结构”教学的实践研究 被引量:2
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作者 顾琴 《江苏教育(小学教学)》 2015年第4期20-22,共3页
语文教学长期高耗低效,根本症结在于没有真正实现从单篇式教学到单元式教学的蜕变。单元的存在,首先是一种“类”的存在,有一定的结构体系,忽视单元的“类”和“结构”,便无法实现语文教学整体性的教学思想。基于课程视野,以“类结构”... 语文教学长期高耗低效,根本症结在于没有真正实现从单篇式教学到单元式教学的蜕变。单元的存在,首先是一种“类”的存在,有一定的结构体系,忽视单元的“类”和“结构”,便无法实现语文教学整体性的教学思想。基于课程视野,以“类结构”的方式进行单元教学,既强调了一个时段内语文教学的整体提高,也强调了单元不同内容、方法和活动之间的内在联系。这既是达成单元教学目标的重要途径,也是单元教学的价值旨归。 展开更多
关键词 单元“类结构” 内化 策略
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语文课程的理性回归——单元“类结构”教学的实践探索
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作者 顾琴 《中小学教师培训》 北大核心 2015年第3期59-63,共5页
语文教学长期高耗低效,根本症结在于没有真正实现从单篇式教学到单元式教学的蜕变。单元的存在,首先是一种"类"的存在,有其一定的结构体系,忽视单元的"类"和"结构",自然无法实现语文教学整体性、结构性... 语文教学长期高耗低效,根本症结在于没有真正实现从单篇式教学到单元式教学的蜕变。单元的存在,首先是一种"类"的存在,有其一定的结构体系,忽视单元的"类"和"结构",自然无法实现语文教学整体性、结构性的教学思想。基于课程视野,以"类结构"的方式进行单元教学,既强调了一个时段内语文教学的整体提高,也强调了单元不同内容、方法和活动之间内在的有机联系。这既是达成单元教学目标的重要途径,也是单元教学的价值旨归。 展开更多
关键词 单元“类结构” 内化 策略
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小学英语单元“类结构”授课分析
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作者 欧阳玲 《中学生作文指导》 2021年第32期0170-0170,共1页
在以往的英语教学中,多数是按照教材篇章来授课的,知识内容缺乏整体性。而单元教学,具有明显的结构优势和整合优势,是从一个知识点到一类知识点的结构转化,通过“类结构”的英语授课方式,可以使学生构建全新的知识体系,并能够从多方面... 在以往的英语教学中,多数是按照教材篇章来授课的,知识内容缺乏整体性。而单元教学,具有明显的结构优势和整合优势,是从一个知识点到一类知识点的结构转化,通过“类结构”的英语授课方式,可以使学生构建全新的知识体系,并能够从多方面去思索和感悟,促进自身英语能力和语言能力的综合运用和不断发展。 展开更多
关键词 小学英语 单元“类结构” 教学分析
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Structure of different types of coal metamorphism by HTEM 被引量:6
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作者 LI Xiaoming CAO Daiyong LIU Demin 《Mining Science and Technology》 EI CAS 2010年第6期835-838,共4页
In order to discuss the effect of tectonic stress on the structural evolution of coal, given the importance attached to High-resolution Transmission Electron Microscopy (HTEM), we investigated several aspects of mater... In order to discuss the effect of tectonic stress on the structural evolution of coal, given the importance attached to High-resolution Transmission Electron Microscopy (HTEM), we investigated several aspects of material structures of high-rank Carboniferous period coal, located in the northern foreland basin of the Dabie orogenic belt in eastern China. High powered crystal lattice images of Bright Fields (BF) and Selected Area Diffraction patterns (SAD) of different types of metamorphism in coal were obtained. The results show that the Basic Structural Units (BSU) become increasingly more compact as a function of rising tem-perature and pressure. Under pressure, the local orientation of molecules is strengthened, the arrangement of BSU speeds up and the degree of order is clearly enhanced. 展开更多
关键词 Dabie orogenic belt high-rank coal high-resolution transmission electron microscopy tectonic stress
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Finite Element Analysis of Polygon Shaped Shell Roof
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作者 Attia Mousa Hesham El Naggar 《Journal of Civil Engineering and Architecture》 2017年第5期420-432,共13页
A new spherical triangular finite element based on shallow shell formulation is developed in this paper. The element has six degrees of freedom at each comer node, five of which are the essential external degrees of f... A new spherical triangular finite element based on shallow shell formulation is developed in this paper. The element has six degrees of freedom at each comer node, five of which are the essential external degrees of freedom and the additional sixth is associated with the in-plane shell rotation. The displacement fields of the element satisfy the exact requirement of rigid body modes of motion. The element is based on independent strain assumption insofar as it is allowed by the compatibility equations. The element developed herein is first validated by applying it to the analysis of a benchmark problem involving a standard spherical shell with simply supported edges. The results of the analysis showed that reasonably accurate results were obtained even when modeling the shells using fewer elements compared to other shell element types. The element is then used in a finite element model to analyze polygon shaped spherical roof structures. The distribution of the various components of deflection and stress is obtained. Furthermore, the effect of introducing circular arched beams as stiffeners spanning the two diagonally opposite end comers is investigated. It is found that the stiffeners reduced the deflections and the stresses in the roof structure by considerable value. 展开更多
关键词 Finite element shell roof polygon shape.
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