Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?

In a previous paper that focused on the transmission of periodic waves at the boundary between two media, we documented difficulties with the basic concepts of wavelength, frequency, and propagation speed, and with the relationship v=fλ. In this paper, we report on student attempts to apply this rel...

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Main Authors: Mila Kryjevskaia, MacKenzie R. Stetzer, Paula R. L. Heron
Format: Article
Language:English
Published: American Physical Society 2013-02-01
Series:Physical Review Special Topics. Physics Education Research
Online Access:http://doi.org/10.1103/PhysRevSTPER.9.010106
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spelling doaj-677ba346fd7b468fbb67189c587953a22020-11-25T01:38:00ZengAmerican Physical SocietyPhysical Review Special Topics. Physics Education Research1554-91782013-02-019101010610.1103/PhysRevSTPER.9.010106Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?Mila KryjevskaiaMacKenzie R. StetzerPaula R. L. HeronIn a previous paper that focused on the transmission of periodic waves at the boundary between two media, we documented difficulties with the basic concepts of wavelength, frequency, and propagation speed, and with the relationship v=fλ. In this paper, we report on student attempts to apply this relationship in problems involving two-source and thin-film interference. In both cases, interference arises from differences in the path lengths traveled by two waves. We found that some students (up to 40% on certain questions) had difficulty with a task that is fundamental to understanding these phenomena: expressing a physical distance, such as the separation between two sources, in terms of the wavelength of a periodic wave. We administered a series of questions to try to identify factors that influence student performance. We concluded that most incorrect responses stemmed from erroneous judgment about the type of reasoning required, not an inability to do said reasoning. A number of students do not seem to treat the spacing of moving wave fronts as analogous to immutable measurement tools (e.g., rulers).http://doi.org/10.1103/PhysRevSTPER.9.010106
collection DOAJ
language English
format Article
sources DOAJ
author Mila Kryjevskaia
MacKenzie R. Stetzer
Paula R. L. Heron
spellingShingle Mila Kryjevskaia
MacKenzie R. Stetzer
Paula R. L. Heron
Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
Physical Review Special Topics. Physics Education Research
author_facet Mila Kryjevskaia
MacKenzie R. Stetzer
Paula R. L. Heron
author_sort Mila Kryjevskaia
title Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
title_short Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
title_full Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
title_fullStr Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
title_full_unstemmed Student difficulties measuring distances in terms of wavelength: Lack of basic skills or failure to transfer?
title_sort student difficulties measuring distances in terms of wavelength: lack of basic skills or failure to transfer?
publisher American Physical Society
series Physical Review Special Topics. Physics Education Research
issn 1554-9178
publishDate 2013-02-01
description In a previous paper that focused on the transmission of periodic waves at the boundary between two media, we documented difficulties with the basic concepts of wavelength, frequency, and propagation speed, and with the relationship v=fλ. In this paper, we report on student attempts to apply this relationship in problems involving two-source and thin-film interference. In both cases, interference arises from differences in the path lengths traveled by two waves. We found that some students (up to 40% on certain questions) had difficulty with a task that is fundamental to understanding these phenomena: expressing a physical distance, such as the separation between two sources, in terms of the wavelength of a periodic wave. We administered a series of questions to try to identify factors that influence student performance. We concluded that most incorrect responses stemmed from erroneous judgment about the type of reasoning required, not an inability to do said reasoning. A number of students do not seem to treat the spacing of moving wave fronts as analogous to immutable measurement tools (e.g., rulers).
url http://doi.org/10.1103/PhysRevSTPER.9.010106
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