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Gutowski, Bartosz; Józwiak, Witold; Joos, Markus; Kempa, Janusz; Komorowska, Kamila; Krakowski, Kamil; Pijus, Ewa; Szymczak, Kamil; Trojanowska, Malgorzata – Physics Education, 2018
In 2016, we (seven high school students from a school in Plock, Poland) participated in the CERN Beamline for Schools competition. Together with our team coach, Mr. Janusz Kempa, we submitted a proposal to CERN that was selected as one of two winning proposals that year. This paper describes our experiment from the early days of brainstorming to…
Descriptors: Physics, Science Instruction, High School Students, Brainstorming
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Neto, F. S.; Souza, P. V. S. – Physics Education, 2018
We propose an experimental activity in order to develop a mathematical model that relates step length and walking speed of human beings. We employ two well-known physics teaching softwares, namely, Tracker to carry out the video analysis and LibreOffice/Calc to obtain graphs, trend lines and equations. The predictions of our model are compared…
Descriptors: Physics, Secondary School Science, Educational Technology, Technology Uses in Education
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Michelsen, Claus – Physics Education, 2015
Mathematics plays a crucial role in physics. This role is brought about predominantly through the building, employment, and assessment of mathematical models, and teachers and educators should capture this relationship in the classroom in an effort to improve students' achievement and attitude in both physics and mathematics. But although there…
Descriptors: Science Instruction, Physics, Mathematical Models, Mathematics
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Thompson, Michael; Leung, Chi Fan – Physics Education, 2011
This article describes a project designed to extend sixth-form pupils looking to further their knowledge and skill base in physics. This project involves a quantitative analysis of the decaying amplitude of a metal plate oscillating in a strong magnetic field; the decay of the amplitude is used to make estimates of the strength of the magnetic…
Descriptors: Mathematical Models, Energy, Science Instruction, Physics
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Khavrus, Vyacheslav; Shelevytsky, Ihor – Physics Education, 2010
By means of a simple mathematical model developed by the authors, the apparent movement of the Sun can be studied for arbitrary latitudes. Using this model, it is easy to gain insight into various phenomena, such as the passage of the seasons, dependences of position and time of sunrise or sunset on a specific day of year, day duration for…
Descriptors: Mathematical Models, Motion, Geometry, Astronomy
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Andrews, D. G. H. – Physics Education, 2009
A computer model of the decay of a radioactive series, written in Visual Basic in Excel[TM], is presented. The model is based on the random selection of cells in an array. The results compare well with the theoretical equations. The model is a useful tool in teaching this aspect of radioactivity. (Contains 4 figures.)
Descriptors: Radiation, Structural Equation Models, Programming, Mathematical Models
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Angell, Carl; Kind, Per Morten; Henriksen, Ellen K.; Guttersrud, Oystein – Physics Education, 2008
In this paper we describe a teaching approach focusing on modelling in physics, emphasizing scientific reasoning based on empirical data and using the notion of multiple representations of physical phenomena as a framework. We describe modelling activities from a project (PHYS 21) and relate some experiences from implementation of the modelling…
Descriptors: Physics, Teaching Methods, Mathematical Models, Secondary School Science
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Zachary, Deborah – Physics Education, 1989
Identifies and discusses the overlap between mathematics and physics at different educational levels. Presents some examples of the overlap and some suggestions for teachers. (YP)
Descriptors: Foreign Countries, Mathematical Models, Mathematics Curriculum, Mathematics Skills
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Catania, Giovanna – Physics Education, 1987
Criticizes the current method of formalization in Italian schools and the use of tools of the mathematical method. Proposes a general three-stage formalization method which can used for physical quantities, the particular significance of certain quantities, and the description and interpretation of phenomena. (TW)
Descriptors: Cognitive Processes, Foreign Countries, Learning Strategies, Mathematical Applications
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Gamble, R. – Physics Education, 1986
Considers several aspects of quantitative relationships involved in learning physics. Includes discussions of proportionality, various kinds of equality, and the need for generality. Argues that clear distinctions are necessary if the physics curriculum is to be examined with regard to pupil outcomes. (TW)
Descriptors: Definitions, Equations (Mathematics), Foreign Countries, Mathematical Applications