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Timková, V.; Ješková, Z. – Physics Teacher, 2017
Students are well aware of the effect of the deflection of sports balls when they have been given a spin. A volleyball, tennis, or table tennis ball served with topspin results in an additional downward force that makes the ball difficult to catch and return. In soccer, the effect of sidespin causes the ball to curve unexpectedly sideways,…
Descriptors: Science Instruction, Physics, Motion, Scientific Principles
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Benacka, Jan – EURASIA Journal of Mathematics, Science & Technology Education, 2016
The article gives an account of an experiment in which sixty-eight high school students of age 16 - 19 developed spreadsheet applications that simulated fall and projectile motion in the air. The students applied the Euler method to solve the governing differential equations. The aim was to promote STEM to the students and motivate them to study…
Descriptors: High School Students, STEM Education, Mathematical Models, Spreadsheets
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Sokolowski, Andrzej; Rackley, Robin – Australian Senior Mathematics Journal, 2011
In this article, the authors present a lesson whose goal is to utilise a scientific environment to immerse a trigonometry student in the process of mathematical modelling. The scientific environment utilised during this activity is a physics simulation called "Wave on a String" created by the PhET Interactive Simulations Project at…
Descriptors: Mathematics Curriculum, Mathematical Models, Physics, Trigonometry
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Rodriguez, Armando A.; Metzger, Richard P.; Cifdaloz, Oguzhan; Dhirasakdanon, Thanate; Welfert, Bruno – International Journal of Mathematical Education in Science and Technology, 2004
This paper describes an interactive modelling, simulation, animation, and real-time control (MoSART) environment for a class of 'cart-pendulum' electromechanical systems that may be used to enhance learning within differential equations and linear algebra classes. The environment is useful for conveying fundamental mathematical/systems concepts…
Descriptors: Mathematics Instruction, Mathematical Models, Motion, Animation
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Sauer, G. – American Journal of Physics, 1981
Describes a one-dimensional model for an ideal gas to study development of disordered motion in Newtonian mechanics. A Monte Carlo procedure for simulation of the statistical ensemble of an ideal gas with fixed total energy is developed. Compares both approaches for a pseudoexperimental foundation of statistical mechanics. (Author/JN)
Descriptors: College Science, Computer Oriented Programs, Energy, Flow Charts