What Do Students Learn About Earthquakes With Graphical Representations? A Case Study At Grade 5.
Author(s):
Jerome Santini (submitting) Jacques Kerneis (presenting)
Conference:
ECER 2012
Format:
Paper

Session Information

27 SES 06 B, Parallel Paper Session

Parallel Paper Session

Time:
2012-09-19
15:30-17:00
Room:
ESI 3 - Aula 7
Chair:
Florence Ligozat

Contribution

This paper addresses the issue of graphical representations in the teaching-learning process. We investigate the case of earthquakes graphical representations. Indeed, the Earth shakes often, causing sometimes main damages. The March 2011 earthquake off Japan and the December 2004 off Indonesia are recent and impressive samples. The massive media coverage of such events places people in front of many graphical representations explicative of seismic phenomena. At the same time, earthquakes are a science education issue where graphical representations are put at stake. In this context, our case study at grade 5 aims at characterizing what students may learn of earthquakes with the study of graphical representations. We then compare this with news graphical representations and scientific graphical representations.

Our work is situated within the theoretical framework of the JATD or Joint Action Theory in Didactics (Sensevy & Mercier, 2007; Sensevy, 2011a, 2011b). In the JATD, teaching-learning practices are modelled as learning games (Sensevy, op. cit.). Learning games are knowledge games where teachers and students act together but from asymmetric positions. They both win if the knowledge at stake is learned. We account for the unfolding of learning games by the means of a system of theoretical categories, notably the didactic contract and milieu (Brousseau, 1997; Chevallard, 1992; Sensevy, op. cit.). Knowledges at stake in learning games are referred to social knowledge practices modelled as epistemic games (Santini & Loquet, 2011). The comparison between learning games and epistemic games allow us in fine to specify what learning might occurr from the didactic action.

Within the JATD, we consider representations as public (Hacking, 1983). Concerning earthquakes, graphical representations are used in classrooms mainly to render present what is not present. On the one hand, they bring some unknownness and uncertainty in the didactic milieu (Kerneis, 2010). On the other hand, graphical representations also participate to the ecology of didactic actions in their determinations (Sensevy, 2011c). Moreover, these two didactic roles of graphical representations are all the more important since representations are not accurate to nature but to current knowledge (Fleck, 1979). Considering these points, and in regard to the mass media coverage of major earthquakes, we address the subsidiary issue of the uses a teacher can have of graphical representations originated from the news.

Method

We use the methodological framework of a clinical approach to ordinary classes (Leutenegger, 2009). Our data consist of videotaped teaching-learning sequences and a corpus of earthquake graphical representations. We first conduct an analysis of the knowledges at stake in the classroom relying on the tool designed by Buty, Tiberghien, & Le Maréchal (2004). We use the software Transana (Woods, 2012) to transcribe and analyze our video data in a progressive refinement of hypotheses (Engle, Conant, & Greeno, 2007). In particular, Transana enables us to insert time codes in our video data and thus specify learning games in the unfolding of the didactic action. We define these learning games by characterizing the specific knowledges at stake, the elements of the didactic milieu (Brousseau, op. cit.), their definitory and strategic rules (Hintikka, 1999). Then, the final step in our methodology is to characterize the epistemic games embedded in the unfolding of the analyzed learning games. To do so, we work on the winning strategies to a learning game and refer them to the knowledge practices they actualize.

Expected Outcomes

Our work is in progress and our first results show that learning from the study of graphical representations stems from a double semiosis. The first semiosis concern graphical representations for themselves, since graphical representations are designed to inscribe a certain knowledge. The second semiosis concern the signs produced by the teacher for the study of graphical representations in the classroom. Students have to deal with these two levels of signs and to make relations between them. Moreover, the analysis of the dialectic between effective learning games and enacted epistemic games reveals that the students are confronted to different knowledge practices with graphical representations. We also expect that the analysis of the dialectic between unknownness and uncertainty in graphical representations from the news leads to some results concerning their potentialities for science education.

References

Brousseau, G. (1997). Theory of Didactical Situations in Mathematics. Dordrecht: Kluwer. Buty, C., Tiberghien, A., & Le Maréchal, J.-F. (2004). Learning hypotheses and associated tools to design and to analyse teaching-leaning sequences. International Journal of Science Education, 26(5), 579-604. Chevallard, Y. (1992). Fundamental concepts in didactics: Perspectives provided by an anthropological approach. Research in Didactique of Mathematics, Selected Papers. (R. Douady & A. Mercier., pp. 131–168). Grenoble: La Pensée Sauvage. Engle, R. A., Conant, F. R., & Greeno, J. G. (2007). Progressive Refinement of Hypotheses in Video-Supported Research. In R. Goldman, R. Pea, B. Barron & S. J. Derry (Eds). Video research in the learning sciences (pp. 239-254). Mahwah, N.J.: Erlbaum. Fleck, L. (1979). Genesis and development of a scientific fact. Chicago: The University of Chicago Press. Hacking, I. (1983). Representing and intervening. Cambridge: Cambridge University Press. Hintikka, J. (1999). Inquiry as inquiry: a logic of scientific discovery. Dordrecht: Kluwer. Kerneis, J. (2010). Mediatics objects in education : a high-level of uncertainty. Presented at the European Conference on Educational Research, Helsinki, Finland. Leutenegger, F. (2009). Le temps d’instruire. Berne: Peter Lang. Santini, J., & Loquet, M. (2011). A Pragmatist Approach to the Dialectic Between Educational Practices and Knowledge Practices. Presented at the European Conference on Educational Research, Berlin, Allemagne. Sensevy, G. (2011a). Overcoming Fragmentation: Towards a Joint Action Theory in Didactics. Beyond Fragmentation (B. Hudson & A. Meinert., pp. 60-76). Opladen & Farmington Hills: Verlag Barbara Budrich. Sensevy, G. (2011b). Le Sens du Savoir. Bruxelles: De Boeck. Sensevy, G. (2011c). Patterns of Didactic Intentions. From Text to “Lived” Resources (G. Gueudet, B. Pepin, & L. Trouche., pp. 43–57). New York: Springer. Sensevy, G., & Mercier, A. (Eds.). (2007). Agir ensemble. Rennes: PUR. Woods, D. (2012). Transana. Madison, WI: The Board of Regents of the University of Wisconsin System.

Author Information

Jerome Santini (submitting)
University of Nice
LAMHESS
La Seyne-sur-mer cedex
Jacques Kerneis (presenting)
CREAD
Quimper

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