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Showing 1 to 15 of 60 results Save | Export
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Grebenev, Igor V.; Kazarin, Petr V.; Lebedeva, Olga V. – Physics Education, 2022
The article describes a new version of a demonstration experiment for the Maxwell distribution. In the first part students analyse the applicability of the Gaussian distribution to the projection of the particle velocities in the suggested experiment. Further, students observe two-dimensional distribution of particles by the modulus of velocity in…
Descriptors: Science Instruction, Science Experiments, Scientific Concepts, Mathematical Formulas
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Gok, Tolga – Asia-Pacific Forum on Science Learning and Teaching, 2018
The usage of symbol, unit and formula of some fundamental physical quantities are quite important for science and engineering students regardless of their majors. The purpose of the present research was to examine the students' knowledge regarding the usage of symbol, unit, and formula of the fundamental physical quantities. The opinions of…
Descriptors: College Students, College Science, Physics, Knowledge Level
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Modir, Bahar; Thompson, John D.; Sayre, Eleanor C. – Physical Review Physics Education Research, 2017
Students' difficulties in quantum mechanics may be the result of unproductive framing and not a fundamental inability to solve the problems or misconceptions about physics content. We observed groups of students solving quantum mechanics problems in an upper-division physics course. Using the lens of epistemological framing, we investigated four…
Descriptors: Epistemology, Problem Solving, Quantum Mechanics, Physics
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Saw, Kim Guan – Turkish Online Journal of Distance Education, 2017
This article revisits the cognitive load theory to explore the use of worked examples to teach a selected topic in a higher level undergraduate physics course for distance learners at the School of Distance Education, Universiti Sains Malaysia. With a break of several years from receiving formal education and having only minimum science…
Descriptors: Foreign Countries, Cognitive Processes, Difficulty Level, Undergraduate Students
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Low, David; Malik, Umairia; Wilson, Kate – Teaching Science, 2018
Large gender gaps in performance on questions involving projectile motion have been observed at high school and university level, even amongst high-achieving students. This gap is particularly problematic because projectile motion is typically one of the first topics formally taught in physics, and this may give girls an inappropriately negative…
Descriptors: Gender Differences, Science Instruction, Motion, Scientific Concepts
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Beau, Mathieu – European Journal of Physics, 2012
In this paper we present an analytic solution of the famous problem of diffraction and interference of electrons through one and two slits (for simplicity, only the one-dimensional case is considered). In addition to exact formulae, various approximations of the electron distribution are shown which facilitate the interpretation of the results.…
Descriptors: Quantum Mechanics, Physics, Science Instruction, Mathematical Formulas
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Di Lieto, Alberto; Giuliano, Alessia; Maccarrone, Francesco; Paffuti, Giampiero – European Journal of Physics, 2012
A simple experiment, suitable for performing in an undergraduate physics laboratory, illustrates electromagnetic induction through the water entering into a cylindrical rubber tube by detecting the voltage developed across the tube in the direction transverse both to the flow velocity and to the magnetic field. The apparatus is a very simple…
Descriptors: Physics, Motion, Phenomenology, Energy
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Sanders, Justin M.; Boleman, Michael W. – Physics Teacher, 2013
At our university, students in introductory physics classes perform a laboratory exercise to measure the range of a projectile fired at an assigned angle. A set of photogates is used to determine the initial velocity of the projectile (the launch velocity). We noticed a systematic deviation between the experimentally measured range and the range…
Descriptors: Physics, College Science, Introductory Courses, Science Laboratories
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Douvropoulos, Theodosios G. – European Journal of Physics, 2012
An approximate formula for the period of pendulum motion beyond the small amplitude regime is obtained based on physical arguments. Two different schemes of different accuracy are developed: in the first less accurate scheme, emphasis is given on the non-quadratic form of the potential in connection to isochronism, and a specific form of a generic…
Descriptors: Undergraduate Students, Physics, Laboratory Equipment, Science Instruction
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LoPresto, Michael C. – Physics Education, 2012
What follows are several investigations involving string musical instruments developed for and used in a "Science of Sound & Light" course. The experiments make use of a guitar, orchestral string instruments and data collection and graphing software. They are designed to provide students with concrete examples of how mathematical formulae, when…
Descriptors: Musical Instruments, Science Instruction, Physics, Data Collection
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Belendez, Augusto; Arribas, Enrique; Marquez, Andres; Ortuno, Manuel; Gallego, Sergi – European Journal of Physics, 2011
An approximate scheme for obtaining the period of a simple pendulum for large-amplitude oscillations is analysed and discussed. When students express the exact frequency or the period of a simple pendulum as a function of the oscillation amplitude, and they are told to expand this function in a Taylor series, they always do so using the…
Descriptors: Laboratory Equipment, Teaching Methods, Mathematical Formulas, Physics
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Hnizdo, V. – European Journal of Physics, 2011
The generalized second-order partial derivatives of 1/r, where r is the radial distance in three dimensions (3D), are obtained using a result of the potential theory of classical analysis. Some non-spherical-regularization alternatives to the standard spherical-regularization expression for the derivatives are derived. The utility of a…
Descriptors: Equations (Mathematics), Science Instruction, Graduate Study, Undergraduate Study
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Vutha, Amar C. – European Journal of Physics, 2010
The Landau-Zener formula provides the probability of non-adiabatic transitions occurring when two energy levels are swept through an avoided crossing. The formula is derived here in a simple calculation that emphasizes the physics responsible for non-adiabatic population transfer. (Contains 2 figures.)
Descriptors: Probability, Science Instruction, Energy, Mathematical Formulas
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Harbola, Varun – European Journal of Physics, 2011
In this paper, we accurately estimate the ground-state energy and the atomic radius of the helium atom and a helium-like Hookean atom by employing the uncertainty principle in conjunction with the variational approach. We show that with the use of the uncertainty principle, electrons are found to be spread over a radial region, giving an electron…
Descriptors: Science Instruction, Molecular Structure, Science Laboratories, Computation
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Johannessen, Kim – European Journal of Physics, 2010
An analytic approximation of the solution to the differential equation describing the oscillations of a simple pendulum at large angles and with initial velocity is discussed. In the derivation, a sinusoidal approximation has been applied, and an analytic formula for the large-angle period of the simple pendulum is obtained, which also includes…
Descriptors: Physics, Motion, Science Instruction, Equations (Mathematics)
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