Denman, Amplitude-Dependence of Frequency in a Linear Approximation of the Simple Mckown, An Experiment Illustrating the Elliptic Integral of the First Kind, AJP 19, 188, (1951). G1-16: PENDULA WITH LARGE ANGLE OSCILLATION George E. G1-15: PENDULA WITH 4 TO 1 LENGTH RATIO None. G1-14: PENDULA WITH DIFFERENT MASSES None. G1-13: MASS ON STRING Art Stinner and Don Metz, Pursuing the Ubiquitous Pendulum, TPT 41, Penny, A nonuniform circular-motion experiment, TPT 38, Bennett, Apparatus for the Demonstration of Simple Harmonic Motion, AJP 30, 470 (1962).ĭesmond N. Moelter, Two-dimensional pendulumĮxperiments using a spark generator, TPT 38, 489-492 (2000). Vaquero, An old apparatus for physics teaching: Escriches Wagner, Symmetry Properties of a Ring Pendulum, TPT 32, 142-144 (1994).ĭavid L. George Matous and John Matolyak, Teaching Important Procedures with Simple Experiments, TPT 29, 541-542 (1991). King, Oscillations of a Loaded Rubber Band, AJP 42, 699-701 (1974).īruce Denardo and Richard Masada, A Not-So-Obvious Pendulum Experiment, TPT 28, 51-52 (1990). John Kroening, Letter: Question about x^3 oscillator, TPT 30, 326 (1992).Ĭhris Hirata and David Thiessen, The Period of F=-kx^n x Harmonic Motion, TPT 33, 562-564 (1995).Ī. Doyle, Comment on "An exotic harmonic oscillator," by J. Sztrajman, An exotic harmonic oscillator: The frequency depends on initial conditions, AJP 58, 159-160 (1990). The Pendulum in the 21st Century- Relic or Trendsetter?, by Randall Sokol, Investigating Physical Pendula with K'NEX TM, TPT 34, 427-429, (1996). Walkiewicz, The physical pendulum on a cylindrical support, AJP 64, 144-146 (1996). Kettler, A variable mass physical pendulum, AJP 63, 1049-1051 (1995).ĭavid A. Reidl, Jr., Moment of Inertia of a Physical Pendulum, TPT 34, 114-115 (1996).Īlan Cromer, Many oscillations of a rigid rod, AJP 63, 112-121 (1995). Joseph Priest and Larry Potts, Computer Analysis of a Physical Pendulum, TPT 28, 413-415, (1990).Ĭharles J. Nunes da Silva, Renormalization vibrations of a loaded spring, AJP 62, 423-426 (1994). Dalvit, Null-lenght springs: Some curious properties, AJP 59, 434-436 (1991). Sears, A Demonstration of the Spring-Mass Correction, AJP 37, 645-648 (1969).Įduardo A. Dewdney, Simple Pendulum Equivalent to Spring-Mass System, AJP 26, 341-341, (1958).įrancis W. Bateman, ACCURACY OF PENDULUMS And Many Factors That Influence It, National Association of Watch and Clock Collectors Bulletin Vol. Peters, Student-friendly precision pendulum, TPT 37,Īrt Stinner and Don Metz, Pursuing the ubiquitous pendulum, TPT 41,ĭouglas A. Russell Akridge, Period and amplitude, TPT 36, 507-508 (1998). Jackson, Rendering the "Not-So-Simple" Pendulum Experimentally Accessible, TPT 34, 86-89 (1996). Pushkin, Teaching the Nonlinear Pendulum, TPT 32, 248-251 (1994).Ĭindy Schwartz, The Not-So-Simple Pendulum, TPT 33, 225-228 (1995).ĭavid P. Takashi Araki, Measurement of simple pendulum motion using flux-gate magnetometer, AJP 62, 569-571 (1994). Vincent Santarelli, Joyce Carolla, and Michael Ferner, A New Look at the Simple Pendulum, TPT 31, 236-238 (1993). Boyko, Linearization of the simple pendulum, AJP 59, 979-981 (1991). Yan, Generation of simple harmonic motions, AJP 50, 940-943 (1982).īruse Demardo and Richard Masada, A Not-So-Obvious Pendulum Experiment, TPT 28, 51-52, (1990). Alford, Approximation for Horizontal Motion of a Plane Pendulum, AJP 42, 417-418 (1974).Ĭ. Miller, More Realistic Treatment of the Simple Pendulum without Difficult Mathematics, AJP 42, 298-303 (1974). Gupta, The Critical Points of a Simple Pendulum, AJP 40, 478-480 (1972).Įli Maor, A Repertoire of S. Haddad, Simple Pendulum Experiment, AJP 36, 273, (1968). Seung-Ping Li and Shih-Yu Feng, Precision Measurement of the Period of a Pendulum Using an Oscilloscope, AJP 35, 1071-1073 (1967).ĭouglas J. Smith, Precision Measurement of Period vs Amplitude for a Pendulum, AJP 32, 632-633, (1964). Denman, Amplitude-Dependence of Frequency in a Linear Approximation to the Simple Pendulum Equation, AJP 27, 524-525, (1959). Anderson, Approximations in Physics and the Simple Pendulum, AJP 27, 188-189, (1959). McKown, An Experiment Illustrating the Elliptic Integral of the First Kind, AJP 19, 188, (1951). Wells, A Demonstration Laboratory for Advanced Dynamics, AJP 13, 147-15, (1945). G1-01: EXAMPLES OF SIMPLE HARMONIC MOTION THE PENDULUMĭ. REFERENCES REFERENCES SECTION G G1: SIMPLE HARMONIC MOTION
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