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Students' understanding of mathematical expressions in physical chemistry contexts: An analysis using Sherin’s symbolic forms

机译:学生对物理化学上下文中的数学表达的理解:使用Sherin的符号形式进行的分析

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Undergraduate physical chemistry courses require students to be proficient in calculus in order to develop an understanding of thermodynamics concepts. Here we present the findings of a study that examines student understanding of mathematical expressions, including partial derivative expressions, in two undergraduate physical chemistry courses. Students participated in think-aloud interviews and responded to a set of questions involving mixed second partial derivatives with either abstract symbols or thermodynamic variables. The findings describe studentsa€? ability to transfer mathematics knowledge to chemistry problems and how students use symbolic forms described by Sherin (2001) to make sense of mathematical expressions in physical chemistry contexts.
机译:本科物理化学课程要求学生精通微积分,以加深对热力学概念的理解。在这里,我们介绍一项研究的结果,该研究检查学生在两门本科物理化学课程中对数学表达式(包括偏导数表达式)的理解。学生参加了思考式访谈,并回答了一系列包含抽象符号或热力学变量的混合二阶偏导数的问题。调查结果描述了学生们。将数学知识转移到化学问题的能力,以及学生如何使用Sherin(2001)描述的符号形式在物理化学环境中理解数学表达式。

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