Conceptual Fields and Electromagnetic Induction: Classification of Problems in Electrodynamics
DOI:
https://doi.org/10.28976/1984-2686rbpec2021u441473Keywords:
Conceptual Fields, Electromagnetic Inductions, Problem-SituationsAbstract
This research aims to present a theoretical-methodological framework for classifying situations in electrodynamics. The approach is based on the theory of conceptual fields and includes the classification of tasks in terms of the thought operations necessary for its resolution and its parameters. In this context, the relevance of this classification in the light of the mentioned theory is in regarding the referential feature of the concepts in teaching-learning processes, that is, considering the role of situations in sense making of conceptual and procedural learning. We propose for primary classes of situations, namely, description of electromagnetic interactions, analogic representation of electromagnetic fields, symbolic representation of electromagnetic fields and calculation of electromagnetic fields. These classes are irreducible among them but can occur simultaneously in the same situation. Each primary class is subdivided in secondary classes of tasks based on the parameters that can be attached to them and the latter are ordered by epistemological complexness. Building a conceptual field for electromagnetic induction implies in three immediate possibilities for Science Teaching research, namely, the study of the operatory knowledge attached to this concept, the psychological classification of situations and the addressing of processes of opportunism of conceptualization.
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Albe, V., Venturini, P., & Lascours, J. (2001). Electromagnetic Concepts in Mathematical Representation of Physics. Journal of Science Education and Technology, 10(2), 197–203.
Bagno, E., & Eylon, B. S. (2000). From problem solving to a knowledge structure: An example from the domain of electromagnetism. American Journal of Physics, 65(8), 726–736.
Bunge, M. (2011). Caçando a realidade. Perspectiva.
Galili, I., Kaplan, D., & Lehavy, Y. (2006). Teaching Faraday’s law of electromagnetic induction in an introductory physics course. American Journal of Physics, 74(4), 337–343.
Griffiths, D. J. (1999) Introduction to Electrodynamics. Prentice Hall.
Guisasola, J. Almudí, J. M., & Zuza, K. (2011). University Students’ Understanding of Electromagnetic Induction. International Journal of Science Education. 35(16), 2692–2717.
Jackson, J. D. (1999) Classical Electrodynamics (3th ed). John Wiley and Sons.
Jelicic, K., Planinic, M., & Plasinic, G. (2017) Analyzing high school students’ reasoning about electromagnetic induction. Physical Review Physics Education Research, 13(1), 010112.
Kuhn, T. (1997) A estrutura das revoluções científicas. Editora Perspectiva.
Loftus, M. (1996). Students’ ideas about electromagnetism. SSR, 77, 280.
Mauk, H. V. & Hingley, D. (2005). Student understanding of induced current: Using tutorials in introductory physics to teach electricity and magnetism. American Journal of Physics, 73(12), 1164–1171.
Nousianen, M., & Koponen, I. (2017) Pre-service physics teachers’ content knowledge of electric and magnetic field concepts: Conceptual facets and their balance. European Journal of Science and Mathematics Education. 5(1), 74–20.
Pantoja, G. C., & Moreira, M. A. M. (2019). Classificação de problemas em eletrostática: uma análise epistemológica rumo à construção de um campo conceitual para o conceito de campo eletrostático. Latin American Journal of Physics Education, 13(4), 4304.
Pantoja, G. C., & Moreira, M. A. M. (2020). Campos Conceituais e Campo Magnético: classificação epistemológica de tarefas em magnetostática. Não publicado.
Pantoja, G. C., Moreira, M. A. M., & Herscovitz, V. E. (2011). Uma revisão da literatura sobre a pesquisa em Ensino de Mecânica Quântica no período de 1999 a 2009. Revista Brasileira de Ensino de Ciência e Tecnologia, 4, 1–34.
Resnick, R., Halliday, D., & Krane, K. (2006) Física: volume 3 (quinta edição). LTC.
Saarelainen, M., Laaksonen, A., & Hirvonen, P. E. (2007). Students’ initial knowledge of electric and magnetic fields – more profound explanations and reasoning models for undesired conceptions. European Journal of Physics, 28, 51–60.
Scaife, T., & Heckler, A. (2010) Student understanding of the direction of the magnetic force on a charged particle. American Journal of Physics. 78(8), 869–876.
Thong, W., & Gunstone, R. (2008). Some Students Conceptions of Electromagnetic Induction. Research in Science Education, 38, 31–44.
Venturini, P., & Albe, V. (2002). Interpretation des similitudes et differences dans la maîtrise conceptualle d’etudiants en electromagnetism a partir de leur(s) rapport(s) au(x) savoir(s). ASTER, 25, 165–188.
Vergnaud, G. (1982) A classification of cognitive tasks and operations of thought involved in addition and subtraction problems. In T. Carpenter, J. Moser, & T. Romberg, (Eds.) Addition and subtraction. A cognitive perspective. Lawrence Erlbaum, 39–59.
Vergnaud, G. (2009) The Theory of Conceptual Fields. Human Development, 52(2), 83–94.
Vergnaud, G. (2013) Pourquoi la théorie des champs conceptuels? Infancia y Aprendizaje, 36(2), 131–161.
Whittaker, E. (1910) A history of the theories of aether and electricity: From the age of Descartes to the close of the nineteenth century. Kessinger Publishing.
Zuza, K., Almudí, J., & Guisasola, J. (2012a) Revisión de la investigación acerca de las ideas de los estudiantes sobre la interpretación de los fenómenos de inducción electromagnética. Enseñanza de las ciencias, 30(2), 175–196.
Zuza, K., Almudí, J., Leniz, A., & Guisasola, J. (2014) Adressing students’ difficulties with Faraday’s law: a guided problem-solving approach. Physical Review Special Topics – Physics Education Research, 10(1), 1–16.
Zuza, K., Guisasola, J., Michelini, M., & Santi, L. (2012b). Rethinking Faraday’s law for teaching motional electromotive force. European Journal of Physics, 33, 397–406.
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