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Understanding Student Answers In Introductory Physics Courses

机译:了解介绍物理课程中的学生答案

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Many assigned problems in introductory physics courses require the student to formulate a system of algebraic equations that describe a physical situation. An Intelligent Tutoring System (ITS) designed to help must be able to identify which physical quantity each student variable represents, and which fundamental laws each of her equations incorporates. Many ITS's predefine the variables ([4,2]) or require the student to explicitly and precisely specify what each one represents (e. g. ANDES[3]). Our earlier work [1] relaxed this constraint for problems without explicit numerical constants. This paper describes how the technique has been extended to cover problems with numerical constants.
机译:介绍物理课程中的许多分配问题要求学生制定描述物理情况的代数方程系统。旨在帮助的智能辅导系统(其)必须能够识别每个学生变量的物理量代表哪些物理量,以及她们每个方程式的哪些基本定律都包含。许多人的预定义的变量([4,2])或要求学生明确,并精确地指定每个所代表的(例如,andes [3])。我们之前的工作[1]在没有明确的数字常量的情况下放宽这种限制。本文介绍了如何扩展该技术以涵盖数值常量的问题。

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