What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks

Physics competitions target at motivating students for engaging in physics and at promoting students talented in physics. Physics competitions also aim at conveying a picture of physics as a scientific discipline, going beyond regular physics classes in school, and should thus also include a more in...

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Main Authors: Eva Treiber, Irene Neumann, Aiso Heinze
Format: Article
Language:English
Published: Frontiers Media S.A. 2023-06-01
Series:Frontiers in Education
Subjects:
Online Access:https://www.frontiersin.org/articles/10.3389/feduc.2023.1196189/full
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author Eva Treiber
Eva Treiber
Irene Neumann
Aiso Heinze
author_facet Eva Treiber
Eva Treiber
Irene Neumann
Aiso Heinze
author_sort Eva Treiber
collection DOAJ
description Physics competitions target at motivating students for engaging in physics and at promoting students talented in physics. Physics competitions also aim at conveying a picture of physics as a scientific discipline, going beyond regular physics classes in school, and should thus also include a more intense mathematization of physics problems. Given that physics students often struggle with mathematics, mathematics in the competition may pose a challenge beyond the intended physics challenge. The present paper therefore presents an analysis of theoretical tasks employed in the German Physics Olympiad. Mathematical requirements were (1) identified by analyzing sample solutions and (2) compared to mathematics curricula. Then, (3) the solutions were categorized regarding whether the mathematics employed was used in a tool-like manner, a structuring manner, or both. Findings indicate that the first competition round typically includes rather basic mathematical requirements which are addressed in lower secondary mathematics education. In the higher rounds, more advanced mathematics is needed, which is only taught in the last years of high school, or not taught at all. The structural role of mathematics proved to be essential in the analyzed tasks. Beside the (intended) physics challenges, participants thus have to deal with mathematics they have not learned at school and have to apply mathematics in a different way than is often done at school when participating in the competition. As a consequence, unintended negative effects may occur, potentially counteracting the aim to promote students talented in physics. Implications for science education and future research are discussed.
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spelling doaj.art-0c7361f46d0d4a29a45ded9285cd72112023-06-02T10:18:40ZengFrontiers Media S.A.Frontiers in Education2504-284X2023-06-01810.3389/feduc.2023.11961891196189What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasksEva Treiber0Eva Treiber1Irene Neumann2Aiso Heinze3Institute of Research and Development of Subject-based Education, University of Bamberg, Bamberg, GermanyIPN – Leibniz Institute for Science and Mathematics Education, Kiel, GermanyIPN – Leibniz Institute for Science and Mathematics Education, Kiel, GermanyIPN – Leibniz Institute for Science and Mathematics Education, Kiel, GermanyPhysics competitions target at motivating students for engaging in physics and at promoting students talented in physics. Physics competitions also aim at conveying a picture of physics as a scientific discipline, going beyond regular physics classes in school, and should thus also include a more intense mathematization of physics problems. Given that physics students often struggle with mathematics, mathematics in the competition may pose a challenge beyond the intended physics challenge. The present paper therefore presents an analysis of theoretical tasks employed in the German Physics Olympiad. Mathematical requirements were (1) identified by analyzing sample solutions and (2) compared to mathematics curricula. Then, (3) the solutions were categorized regarding whether the mathematics employed was used in a tool-like manner, a structuring manner, or both. Findings indicate that the first competition round typically includes rather basic mathematical requirements which are addressed in lower secondary mathematics education. In the higher rounds, more advanced mathematics is needed, which is only taught in the last years of high school, or not taught at all. The structural role of mathematics proved to be essential in the analyzed tasks. Beside the (intended) physics challenges, participants thus have to deal with mathematics they have not learned at school and have to apply mathematics in a different way than is often done at school when participating in the competition. As a consequence, unintended negative effects may occur, potentially counteracting the aim to promote students talented in physics. Implications for science education and future research are discussed.https://www.frontiersin.org/articles/10.3389/feduc.2023.1196189/fullcompetitionsmathematics educationphysics educationPhysics Olympiadtalented studentstask analysis
spellingShingle Eva Treiber
Eva Treiber
Irene Neumann
Aiso Heinze
What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
Frontiers in Education
competitions
mathematics education
physics education
Physics Olympiad
talented students
task analysis
title What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
title_full What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
title_fullStr What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
title_full_unstemmed What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
title_short What’s mathematics doing here? The role of mathematics in German Physics Olympiad tasks
title_sort what s mathematics doing here the role of mathematics in german physics olympiad tasks
topic competitions
mathematics education
physics education
Physics Olympiad
talented students
task analysis
url https://www.frontiersin.org/articles/10.3389/feduc.2023.1196189/full
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