From Classroom to Publication: Improving Enzyme Kinetic Constant Estimation and Graphical Visualization.

IF 0.9 4区 教育学 Q4 BIOCHEMISTRY & MOLECULAR BIOLOGY
Tyler M M Stack
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引用次数: 0

Abstract

Biochemistry lecture and lab courses often contain enzyme kinetics as part of the curriculum, but do not regularly focus on interpreting the kinetic constants. Similarly, as we implement course-based undergraduate research experiences in our lab courses, we encourage our students to produce publication-quality images and determine the enzymatic kinetic constants with the high precision. This "Methods and Techniques" article provides recommendations on preparing for enzyme kinetics while using sample Mathematica or Python scripts to perform nonlinear data fitting using variations of the Michaelis-Menten equation. This article describes why the kcat/Km value should have greater importance than Km, and supports renaming the ratio kcat/Km as a new constant, kSP, thereby disconnecting Km from our interpretation of this value. Fitting enzymatic data directly to kcat and kSP instead of kcat (or Vmax) and Km provides the same values in data fitting, but with lower uncertainties in their values. This article provides a guide to help with experimental design, choosing appropriate modeling equations, and preparing publication-quality graphics. Bridging the theoretical knowledge from lecture to the practical research applications of enzyme kinetics are required for careers in drug development, metabolomics, and metabolic engineering. Survey results indicate that students with this instruction gain confidence in interpreting and producing enzyme kinetic data, as well as in determining kinetic constants from their data and explaining these results. Together, this article provides a guide to help students and instructors as they collect and interpret enzyme kinetic data.

从课堂到出版物:改进酶动力学常数估计和图形可视化。
生物化学讲座和实验课程通常包含酶动力学,但并不经常关注动力学常数的解释。同样,当我们在实验课中实施基于课程的本科生研究经验时,我们鼓励学生制作出版质量的图像,并以高精度确定酶的动力学常数。这篇“方法和技术”文章提供了在使用示例Mathematica或Python脚本使用Michaelis-Menten方程的变体执行非线性数据拟合时准备酶动力学的建议。本文描述了为什么kcat/Km值应该比Km更重要,并支持将kcat/Km重命名为一个新的常数kSP,从而将Km从我们对该值的解释中分离出来。直接拟合kcat和kSP而不是kcat(或Vmax)和Km,可以获得相同的数据拟合值,但其值的不确定性较低。本文提供了一个指南,以帮助实验设计,选择适当的建模方程,并准备出版质量的图形。在药物开发、代谢组学和代谢工程的职业生涯中,需要将酶动力学的理论知识从讲座中连接到实际研究应用中。调查结果表明,学生在解释和生成酶动力学数据,以及从数据中确定动力学常数和解释这些结果方面获得了信心。总之,这篇文章提供了一个指南,帮助学生和教师,因为他们收集和解释酶动力学数据。
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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来源期刊
Biochemistry and Molecular Biology Education
Biochemistry and Molecular Biology Education 生物-生化与分子生物学
CiteScore
2.60
自引率
14.30%
发文量
99
审稿时长
6-12 weeks
期刊介绍: The aim of BAMBED is to enhance teacher preparation and student learning in Biochemistry, Molecular Biology, and related sciences such as Biophysics and Cell Biology, by promoting the world-wide dissemination of educational materials. BAMBED seeks and communicates articles on many topics, including: Innovative techniques in teaching and learning. New pedagogical approaches. Research in biochemistry and molecular biology education. Reviews on emerging areas of Biochemistry and Molecular Biology to provide background for the preparation of lectures, seminars, student presentations, dissertations, etc. Historical Reviews describing "Paths to Discovery". Novel and proven laboratory experiments that have both skill-building and discovery-based characteristics. Reviews of relevant textbooks, software, and websites. Descriptions of software for educational use. Descriptions of multimedia materials such as tutorials on various aspects of biochemistry and molecular biology.
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