Design of Jacob’s ladder-based teaching aids for illustrating the dualities of benzene derivatives

R. Horikoshi, Hiroki Nakajima
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Abstract

The dualities of benzene derivatives often make basic organic chemistry challenging for students. This includes the relationship between full structural and line-angle formulas, the distinctions between preferred and systematic IUPAC names for benzene derivatives, and the nuances between ortho-, para-, and meta-directors. To effectively demonstrate these dualities of benzene derivatives, we have designed a range of teaching aids rooted in the folk toy, Jacob’s ladder. This paper presents lectures designed for advanced placement high school students and nonchemistry majors, employing this innovative series of Jacob’s ladder-based teaching aids. The majority of students found the lecture engaging, and many developed a comprehensive understanding of the dualities of benzene derivatives.
设计基于雅各布天梯的教具,用于说明苯衍生物的二元性
苯衍生物的双重性往往使基础有机化学对学生来说具有挑战性。这包括全结构式和线角式之间的关系,苯衍生物的首选名称和系统 IUPAC 名称之间的区别,以及正指示剂、副指示剂和元指示剂之间的细微差别。为了有效展示苯衍生物的这些双重性,我们设计了一系列植根于民间玩具雅各布天梯的教具。本文介绍了为高中高年级学生和非化学专业学生设计的讲座,其中采用了这一系列基于雅各布梯子的创新教具。大多数学生认为讲座引人入胜,许多学生对苯衍生物的二元性有了全面的了解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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