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Pfleiderer, J. – Amer J Phys, 1969
Suggests a first-order experiment that can be used to establish the Lorentz transformation without considering the constancy of light velocity or the full set of Maxwell's equations. Involves the use of a long solenoid to create an electric field in a moving magnetic field. (LC)
Descriptors: College Science, Electricity, Laboratory Experiments, Magnets
page, Chester H. – Amer J Phys, 1970
Contends that the equations of electromagnetism, whether in rationalized or non-rationalized form, express an invariant set of physical relationships. The relationships among corresponding symbols are given and applied to precise statements about the relation between the oersted and the amphere per meter, the abampere and the ampere, etc.…
Descriptors: College Science, Electricity, Magnets, Mathematics
Peer reviewedGee, B. – Physics Education, 1970
Descriptors: Biographies, Electricity, Magnets, Physics
Parker, Sherwood – Amer J Phys, 1970
Descriptors: College Science, Electricity, Laboratory Experiments, Magnets
Peer reviewedYoung, Louise B.; Young, H. Peyton – Bulletin of the Atomic Scientists, 1974
Considers health hazards that may be associated with the electromagnetic effects produced by high voltage electric transmission lines. (GS)
Descriptors: Electricity, Energy, Magnets, Pollution
Peer reviewedNussbaum, A. – Physics Education, 1972
Descriptors: College Science, Electricity, Magnets, Physics
Peer reviewedPhysics Teacher, 1971
Descriptors: Electricity, Kinetics, Laboratory Equipment, Magnets
Peer reviewedVanderkooy, John; Lowe, June – American Journal of Physics, 1995
Presents a demonstration designed to illustrate Faraday's, Ampere's, and Lenz's laws and to reinforce the concepts through the analysis of a two-loop magnetic circuit. Can be made dramatic and challenging for sophisticated students but is suitable for an introductory course in electricity and magnetism. (JRH)
Descriptors: Demonstrations (Science), Electricity, Higher Education, Magnets
Phillips, Melba – 1966
This monograph was written for the conference on the New Instructional Materials in Physics, held at the University of Washington in summer, 1965. The approach is phenomenological and microscopic, and is intended for college students who are not preparing to become professional physicists. The monograph has three sections. Section I includes a…
Descriptors: College Science, Electric Circuits, Electricity, Instructional Materials
Peer reviewedPriestley, Herbert – Physics Teacher, 1971
Purpose is to show the ingenuity of Maxwell in the use of models and their significance to the developing theory of electromagnetic radiation. Five original papers are reviewed. (Author/TS)
Descriptors: Electricity, Force, Magnets, Models
Peer reviewedBarrow, Lloyd H. – Journal of Science Education and Technology, 2000
Examines elementary science methods textbooks to determine how magnet concepts are presented. Focuses on the organization, sequence of concepts, and potential misconceptions, and includes types of investigations. Analyzed 11 elementary science methods textbooks in detail and found great variation in the magnet concepts presented, general omission…
Descriptors: Electricity, Elementary Education, Magnets, Misconceptions
Mara, Richard T. – 1966
This monograph was written for the Conference on the New Instructional Materials in Physics, held at the University of Washington in summer, 1965. It is intended for use by college students who are non-physics majors. The approach is phenomenological and macroscopic. The monograph contains three chapters. Chapter 1 discusses Faraday's experiments…
Descriptors: College Science, Electricity, Force, Instructional Materials
Peer reviewedThayer, Darryl; Ney, Edward – American Journal of Physics, 1973
Descriptors: College Science, Electricity, Laboratory Equipment, Magnets
Peer reviewedTaylor, John A. – American Journal of Physics, 1971
Descriptors: College Science, Computer Assisted Instruction, Computer Programs, Electricity
Peer reviewedDahm, A. J. – American Journal of Physics, 1978
Derives the magnetic field as a function of position between two capacitor plates during discharge with the use of the integral form of Ampere's law and real currents only. The displacement current must be included to obtain the same result for arbitrary choices of contours. (Author/GA)
Descriptors: College Science, Electricity, Experiments, Higher Education


