7 -11年级学生物理任务解决能力的形成:过程动力学研究

R. Mayer
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引用次数: 0

摘要

本文探讨了学生解决物理任务能力的形成作为发展物理思维的重要组成部分的问题。从学生掌握各种解决问题的方法的角度来考虑物理教学的过程。该方法被理解为一种解决物理问题的方法,其中分析与同一主题相关的现象(例如,几何光学的任务)。任何这样的方法都由子方法组成,这些子方法包括应用特定公式或一些其他智力活动序列(例如,Lenz规则)。将广义单公式(二公式和三公式)物理任务的概念作为一个理论问题引入,该问题的解决需要使用一个(两个或三个)物理公式。对标准教科书和作业书进行了内容分析,写出了公式,确定了一式、二式和三式任务的数量,原则上学生在学习完每一段后就能解决(理解)。从而得到学生按时理解的任务数的依赖图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Formation of the Ability to Solve Physical Tasks in 7th -11th Grades: Studying the Process Dynamics
The article is devoted to the problem of the formation of students' ability to solve physical tasks as an important component of the development of physical thinking. The process of teaching physics is considered from the point of view of mastering various methods of solving tasks by pupil. The method is understood as an approach for solving physical problems in which phenomena related to the same topic are analyzed (for example, tasks on geometric optics). Any such method consists of sub-methods consisting in the application of a specific formula or some other sequence of intellectual actions (for example, the Lenz rule). The concept of a generalized one-formular (two- and three-formular) physical task is introduced as a theoretical problem, for the solution of which it is necessary to use one (two or three) physical formulas. A content analysis of standard school textbooks and task books was carried out, formulas were written out, the number of one-form, two- and three-form tasks were determined, which, in principle, a student can solve (understand) after studying each paragraph. As a result, the dependence graph of the number of tasks understood by the student on time is obtained.
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